Non-invasive determination of methylome of tumor from plasma

ABSTRACT

Systems, methods, and apparatuses can determine and use methylation profiles of various tissues and samples. Examples are provided. A methylation profile can be deduced for fetal/tumor tissue based on a comparison of plasma methylation (or other sample with cell-free DNA) to a methylation profile of the mother/patient. A methylation profile can be determined for fetal/tumor tissue using tissue-specific alleles to identify DNA from the fetus/tumor when the sample has a mixture of DNA. A methylation profile can be used to determine copy number variations in genome of a fetus/tumor. Methylation markers for a fetus have been identified via various techniques. The methylation profile can be determined by determining a size parameter of a size distribution of DNA fragments, where reference values for the size parameter can be used to determine methylation levels. Additionally, a methylation level can be used to determine a level of cancer.

CROSS-REFERENCE TO RELATED APPLICATIONS

This application is a continuation application of U.S. patent application Ser. No. 14/495,791 entitled “NON-INVASIVE DETERMINATION OF METHYLOME OF TUMOR FROM PLASMA,” filed on Sep. 24, 2014, which is a continuation application of International Patent Application No. PCT/AU2013/001088 entitled “Non-Invasive Determination Of Methylome Of Fetus Or Tumor From Plasma,” filed on Sep. 20, 2013, which claims priority to U.S. Provisional Patent Application No. 61/830,571 entitled “Tumor Detection In Plasma Using Methylation Status And Copy Number,” filed on Jun. 3, 2013, and which is a continuation-in-part application of U.S. patent application Ser. No. 13/842,209 entitled “Non-Invasive Determination Of Methylome Of Fetus Or Tumor From Plasma,” filed on Mar. 15, 2013, now U.S. Pat. No. 9,732,390, which is a non-provisional of and claims the benefit of U.S. Provisional Patent Application No. 61/703,512 entitled “Method Of Determining The Whole Genome DNA Methylation Status Of The Placenta By Massively Parallel Sequencing Of Maternal Plasma,” filed on Sep. 20, 2012, which are herein incorporated by reference in their entirety for all purposes.

FIELD

The present disclosure relates generally a determination of a methylation pattern (methylome) of DNA, and more particularly to analyzing a biological sample (e.g., plasma) that includes a mixture of DNA from different genomes (e.g., from fetus and mother, or from tumor and normal cells) to determine the methylation pattern (methylome) of the minority genome. Uses of the determined methylome are also described.

BACKGROUND

Embryonic and fetal development is a complex process and involves a series of highly orchestrated genetic and epigenetic events. Cancer development is also a complex process involving typically multiple genetic and epigenetic steps. Abnormalities in the epigenetic control of developmental processes are implicated in infertility, spontaneous abortion, intrauterine growth abnormalities and postnatal consequences. DNA methylation is one of the most frequently studied epigenetic mechanisms. Methylation of DNA mostly occurs in the context of the addition of a methyl group to the 5′ carbon of cytosine residues among CpG dinucleotides. Cytosine methylation adds a layer of control to gene transcription and DNA function. For example, hypermethylation of gene promoters enriched with CpG dinucleotides, termed CpG islands, is typically associated with repression of gene function.

Despite the important role of epigenetic mechanisms in mediating developmental processes, human embryonic and fetal tissues are not readily accessible for analysis (tumors may similarly not be accessible). Studies of the dynamic changes of such epigenetic processes in health and disease during the prenatal period in humans are virtually impossible. Extraembryonic tissues, particularly the placenta, which can be obtained as part of prenatal diagnostic procedures or after birth, have provided one of the main avenues for such investigations. However, such tissues require invasive procedures.

The DNA methylation profile of the human placenta has intrigued researchers for decades. The human placenta exhibits a plethora of peculiar physiological features involving DNA methylation. On a global level, placental tissues are hypomethylated when compared with most somatic tissues. At the gene level, the methylation status of selected genomic loci is a specific signature of placental tissues. Both the global and locus-specific methylation profiles show gestational-age dependent changes. Imprinted genes, namely genes for which expression is dependent on the parental origin of alleles serve key functions in the placenta. The placenta has been described as pseudomalignant and hypermethylation of several tumor suppressor genes have been observed.

Studies of the DNA methylation profile of placental tissues have provided insights into the pathophysiology of pregnancy-associated or developmentally-related diseases, such as preeclampsia and intrauterine growth restriction. Disorders in genomic imprinting are associated with developmental disorders, such as Prader-Willi syndrome and Angelman syndrome. Altered profiles of genomic imprinting and global DNA methylation in placental and fetal tissues have been observed in pregnancies resulting from assisted reproductive techniques (H Hiura et al. 2012 Hum Reprod; 27: 2541-2548). A number of environmental factors such as maternal smoking (K E Haworth et al. 2013 Epigenomics; 5: 37-49), maternal dietary factors (X Jiang et al. 2012 FASEB J; 26: 3563-3574) and maternal metabolic status such as diabetes (N Hajj et al., Diabetes. doi: 10.2337/db12-0289) have been associated with epigenetic aberrations of the offsprings.

Despite decades of efforts, there had not been any practical means available to study the fetal or tumor methylome and to monitor the dynamic changes throughout pregnancy or during disease processes, such as malignancies. Therefore, it is desirable to provide methods for analyzing all or portions of a fetal methylome and a tumor methylome noninvasively.

SUMMARY

Embodiments provide systems, methods, and apparatuses for determining and using methylation profiles of various tissues and samples. Examples are provided. A methylation profile can be deduced for fetal/tumor tissue based on a comparison of plasma methylation (or other sample with cell-free DNA, e.g., urine, saliva, genital washings) to a methylation profile of the mother/patient. A methylation profile can be determined for fetal/tumor tissue using tissue-specific alleles to identify DNA from the fetus/tumor when the sample has a mixture of DNA. A methylation profile can be used to determine copy number variations in genome of a fetus/tumor. Methylation markers for a fetus have been identified via various techniques. The methylation profile can be determined by determining a size parameter of a size distribution of DNA fragments, where reference values for the size parameter can be used to determine methylation levels.

Additionally, a methylation level can be used to determine a level of cancer. In the context of cancer, the measurement of the methylomic changes in plasma can allow one to detect the cancer (e.g. for screening purposes), for monitoring (e.g. to detect response following anti-cancer treatment; and to detect cancer relapse) and for prognostication (e.g. for measuring the load of cancer cells in the body or for staging purposes or for assessing the chance of death from disease or disease progression or metastatic processes).

A better understanding of the nature and advantages of embodiments of the present invention may be gained with reference to the following detailed description and the accompanying drawings.

BRIEF DESCRIPTION OF THE DRAWINGS

The patent or application file contains at least one drawing executed in color. Copies of this patent or patent application publication with color drawing(s) will be provided by the Office upon request and payment of the necessary fee.

FIGS. 1A1 and 1A2 show a table 100 of sequencing results for maternal blood, placenta, and maternal plasma according to embodiments of the present invention.

FIG. 1B shows methylation density in 1-Mb windows of sequenced samples according to embodiments of the present invention.

FIGS. 2A-2C show plots of the beta-values against the methylation indices: (A) Maternal blood cells, (B) Chorionic villus sample, (C) Term placental tissue.

FIGS. 3A and 3B show bar charts of percentage of methylated CpG sites in plasma and blood cells collected from an adult male and a non-pregnant adult female: (A) Autosomes, (B) Chromosome X.

FIGS. 4A and 4B show plots of methylation densities of corresponding loci in blood cell DNA and plasma DNA: (A) Non-pregnant adult female, (B) Adult male.

FIGS. 5A and 5B show bar charts of percentage of methylated CpG sites among samples collected from the pregnancy: (A). Autosomes, (B) Chromosome X.

FIG. 6 shows a bar chart of methylation level of different repeat classes of the human genome for maternal blood, placenta and maternal plasma.

FIG. 7A shows a Circos plot 700 for first trimester samples. FIG. 7B shows a Circos plot 750 for third trimester samples.

FIGS. 8A-8D show plots of comparisons of the methylation densities of genomic tissue DNA against maternal plasma DNA for CpG sites surrounding the informative single nucleotide polymorphisms.

FIG. 9 is a flowchart illustrating a method 900 for determining a first methylation profile from a biological sample of an organism according to embodiments of the present invention.

FIG. 10 is a flowchart illustrating a method 1000 of determining a first methylation profile from a biological sample of an organism according to embodiments of the present invention.

FIGS. 11A and 11B show graphs of the performance of the predicting algorithm using maternal plasma data and fractional fetal DNA concentration according to embodiments of the present invention.

FIG. 12A is a table 1200 showing details of 15 selected genomic loci for methylation prediction according to embodiments of the present invention. FIG. 12B is a graph 1250 showing the deduced categories of the 15 selected genomic loci and their corresponding methylation levels in the placenta.

FIG. 13 is a flowchart of a method 1300 for detecting a fetal chromosomal abnormality from a biological sample of a female subject pregnant with at least one fetus.

FIG. 14 is a flowchart of a method 1400 for identifying methylation markers by comparing a placental methylation profile to a maternal methylation profile according to embodiments of the present invention.

FIG. 15A is a table 1500 showing a performance of DMR identification algorithm using first trimester data with reference to 33 previously reported first trimester markers. FIG. 15B is a table 1550 showing a performance of DMR identification algorithm using third trimester data and compared with the placenta sample obtained at delivery.

FIG. 16 is a table 1600 showing the numbers of loci predicted to be hypermethylated or hypomethylated based on direct analysis of the maternal plasma bisulfate-sequencing data.

FIG. 17A is a plot 1700 showing size distribution of maternal plasma, non-pregnant female control plasma, placental and peripheral blood DNA. FIG. 17B is a plot 1750 of size distribution and methylation profile of maternal plasma, adult female control plasma, placental tissue and adult female control blood.

FIGS. 18A and 18B are plots of methylation densities and size of plasma DNA molecules according to embodiments of the present invention.

FIG. 19A shows a plot 1900 of methylation densities and the sizes of sequenced reads for an adult non-pregnant female. FIG. 19B is a plot 1950 showing size distribution and methylation profile of fetal-specific and maternal-specific DNA molecules in maternal plasma.

FIG. 20 is a flowchart of a method 2000 for estimating a methylation level of DNA in a biological sample of an organism according to embodiments of the present invention.

FIG. 21A is a table 2100 showing the methylation densities of the pre-operative plasma and the tissue samples of a hepatocellular carcinoma (HCC) patient. FIG. 21B is a table 2150 showing the number of sequence reads and the sequencing depth achieved per sample.

FIG. 22 is a table 2200 showing the methylation densities in the autosomes, ranging from 71.2% to 72.5%, in the plasma samples of the healthy controls.

FIGS. 23A and 23B show methylation density of buffy coat, tumor tissue, non-tumoral liver tissue, the pre-operative plasma and post-operative plasma of the HCC patient.

FIG. 24A is a plot 2400 showing the methylation densities of the pre-operative plasma from the HCC patient. FIG. 24B is a plot 2450 showing the methylation densities of the post-operative plasma from the HCC patient.

FIGS. 25A and 25B show z-scores of the plasma DNA methylation densities for the pre-operative (plot 2500) and post-operative (plot 2550) plasma samples of the HCC patient using the plasma methylome data of the four healthy control subjects as reference for chromosome 1.

FIG. 26A is a table 2600 showing data for z-scores for pre-operative and post-operative plasma. FIG. 26B is a Circos plot 2620 showing the z-score of the plasma DNA methylation densities for the pre-operative and post-operative plasma samples of the HCC patient using the four healthy control subjects as reference for 1 Mb bins analyzed from all autosomes. FIG. 26C is a table 2640 showing a distribution of the z-scores of the 1 Mb bins for the whole genome in both the pre-operative and post-operative plasma samples of the HCC patient. FIG. 26D is a table 2660 showing the methylation levels of the tumor tissue and pre-operative plasma sample overlapping with some of the control plasma samples when using the CHH and CHG contexts.

FIGS. 27A-H show Circos plots of methylation density of 8 cancer patients according to embodiments of the present invention. FIG. 27I is table 2780 showing the number of sequence reads and the sequencing depth achieved per sample. FIG. 27J is a table 2790 showing a distribution of the z-scores of the 1 Mb bins for the whole genome in plasma of patients with different malignancies. CL=adenocarcinoma of lung; NPC=nasopharyngeal carcinoma; CRC=colorectal carcinoma; NE=neuroendocrine carcinoma; SMS=smooth muscle sarcoma.

FIG. 28 is a flowchart of method 2800 of analyzing a biological sample of an organism to determine a classification of a level of cancer according to embodiments of the present invention.

FIG. 29A is a plot 2900 showing the distribution of the methylation densities in reference subjects assuming that this distribution follows a normal distribution. FIG. 29B is a plot 2950 showing the distribution of the methylation densities in cancer subjects assuming that this distribution follows a normal distribution and the mean methylation level is 2 standard deviations below the cutoff.

FIG. 30 is a plot 3000 showing the distribution of methylation densities of the plasma DNA of healthy subjects and cancer patients.

FIG. 31 is a graph 3100 showing the distribution of the differences in methylation densities between the mean of the plasma DNA of healthy subjects and the tumor tissue of the HCC patient.

FIG. 32A is a table 3200 showing the effect of reducing the sequencing depth when the plasma sample contained 5% or 2% tumor DNA.

FIG. 32B is a graph 3250 showing the methylation densities of the repeat elements and non-repeat regions in the plasma of the four healthy control subjects, the buffy coat, the normal liver tissue, the tumor tissue, the pre-operative plasma and the post-operative plasma samples of the HCC patient.

FIG. 33 shows a block diagram of an example computer system 3300 usable with system and methods according to embodiments of the present invention.

FIG. 34A shows a size distribution of plasma DNA in the systemic lupus erythematosus (SLE) patient SLE04. FIGS. 34B and 34C show methylation analysis for plasma DNA from a SLE patient SLE04 (FIG. 34B) and a HCC patient TBR36 (FIG. 34C).

FIG. 35 is a flowchart of a method 3500 determining a classification of a level of cancer based on hypermethylation of CpG islands according to embodiments of the present invention.

FIG. 36 is a flowchart of a method 3600 of analyzing a biological sample of an organism using a plurality of chromosomal regions according to embodiments of the present invention.

FIG. 37A shows CNA analysis for tumor tissues, non-bisulfite (BS)-treated plasma DNA and bisulfate-treated plasma DNA (from inside to outside) for patient TBR36. FIG. 37B is a scatter plot showing the relationship between the z-scores for the detection of CNA using bisulfate- and non-bisulfate-treated plasma of the 1 Mb bins for the patient TBR36.

FIG. 38A shows CNA analysis for tumor tissues, non-bisulfite (BS)-treated plasma DNA and bisulfate-treated plasma DNA (from inside to outside) for patient TBR34. FIG. 38B is a scatter plot showing the relationship between the z-scores for the detection of CNA using bisulfate-treated and non-bisulfate-treated plasma of the 1 Mb bins for the patient TBR34.

FIG. 39A is a Circos plot showing the CNA (inner ring) and methylation analysis (outer ring) for the bisulfate-treated plasma for a HCC patient TBR240. FIG. 39B is a Circos plot showing the CNA (inner ring) and methylation analysis (outer ring) for the bisulfite-treated plasma for a HCC patient TBR164.

FIG. 40A shows the CNA analysis for patient TBR36 for the pre-treatment sample and the post-treatment sample. FIG. 40B shows the methylation analysis for patient TBR36 for the pre-treatment sample and the post-treatment sample. FIG. 41A shows the CNA analysis for patient TBR34 for the pre-treatment sample and the post-treatment sample. FIG. 41B shows the methylation analysis for patient TBR34 for the pre-treatment sample and the post-treatment sample.

FIG. 42 shows a diagram of diagnostic performance of genomewide hypomethylation analysis with different number of sequenced reads.

FIG. 43 is a diagram showing ROC curves for the detection of cancer based on genomewide hypomethylation analysis with different bin sizes (50 kb, 100 kb, 200 kb and 1 Mb).

FIG. 44A shows a diagnostic performance for cumulative probability (CP) and percentage of bins with aberrations. FIG. 44B shows diagnostic performances for the plasma analysis for global hypomethylation, CpG islands hypermethylation and CNA.

FIG. 45 shows a table with results for global hypomethylation, CpG islands hypermethylation and CNA in hepatocellular carcinoma patients.

FIG. 46 shows a table with results for global hypomethylation, CpG islands hypermethylation and CNA in patients suffering from cancers other than hepatocellular carcinoma.

FIG. 47 shows a serial analysis for plasma methylation for case TBR34.

FIG. 48A shows Circos plots demonstrating the CNA (inner ring) and methylation changes (outer ring) in the bisulfite-treated plasma DNA for HCC patient TBR36. FIG. 48B is a plot of methylation z-scores for regions with chromosomal gains and loss, and regions without copy number change for the HCC patient TBR36.

FIG. 49A shows Circos plots demonstrating the CNA (inner ring) and methylation changes (outer ring) in the bisulfite-treated plasma DNA for HCC patient TBR34. FIG. 49B is a plot of methylation z-scores for regions with chromosomal gains and loss, and regions without copy number change for the HCC patient TBR34.

FIG. FIGS. 50A and 50B show results of plasma hypomethylation and CNA analysis for SLE patients SLE04 and SLE10.

FIGS. 51A and 51B show Z_(meth) analysis for regions with and without CNA for the plasma of two HCC patients (TBR34 and TBR36). FIGS. 51C and 51D show Z_(meth) analysis for regions with and without CNA for the plasma of two SLE patients (SLE04 and SLE10).

FIG. 52A shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using group A features for CNA, global methylation, and CpG island methylation. FIG. 52B shows hierarchical clustering using group B features for CNA, global methylation, and CpG island methylation.

FIG. 53A shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group A CpG islands methylation features. FIG. 53B shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group A global methylation densities.

FIG. 54A shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group A global CNAs. FIG. 54B shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group B CpG islands methylation densities.

FIG. 55A shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group B global methylation densities. FIG. 55B shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group B global methylation densities.

FIG. 56 shows the mean methylation density of 1 Mb bins (red dots) among 32 healthy subjects.

DEFINITIONS

A “methylome” provides a measure of an amount of DNA methylation at a plurality of sites or loci in a genome. The methylome may correspond to all of the genome, a substantial part of the genome, or relatively small portion(s) of the genome. A “fetal methylome” corresponds to the methylome of a fetus of a pregnant female. The fetal methylome can be determined using a variety of fetal tissues or sources of fetal DNA, including placental tissues and cell-free fetal DNA in maternal plasma. A “tumor methylome” corresponds to the methylome of a tumor of an organism (e.g., a human). The tumor methylome can be determined using tumor tissue or cell-free tumor DNA in maternal plasma. The fetal methylome and the tumor methylome are examples of a methylome of interest. Other examples of methylomes of interest are the methylomes of organs (e.g. methylomes of brain cells, bones, the lungs, the heart, the muscles and the kidneys, etc.) that can contribute DNA into a bodily fluid (e.g. plasma, serum, sweat, saliva, urine, genital secretions, semen, stools fluid, diarrheal fluid, cerebrospinal fluid, secretions of the gastrointestinal tract, pancreatic secretions, intestinal secretions, sputum, tears, aspiration fluids from breast and thyroid, etc.). The organs may be transplanted organs.

A “plasma methylome” is the methylome determined from the plasma or serum of an animal (e.g., a human). The plasma methylome is an example of a cell-free methylome since plasma and serum include cell-free DNA. The plasma methylome is also an example of a mixed methylome since it is a mixture of fetal/maternal methylome or tumor/patient methylome. The “placental methylome” can be determined from a chorionic villus sample (CVS) or a placental tissue sample (e.g., obtained following delivery). The “cellular methylome” corresponds to the methylome determined from cells (e.g., blood cells) of the patient. The methylome of the blood cells is called the blood cell methylome (or blood methylome).

A “site” corresponds to a single site, which may be a single base position or a group of correlated base positions, e.g., a CpG site. A “locus” may correspond to a region that includes multiple sites. A locus can include just one site, which would make the locus equivalent to a site in that context.

The “methylation index” for each genomic site (e.g., a CpG site) refers to the proportion of sequence reads showing methylation at the site over the total number of reads covering that site. The “methylation density” of a region is the number of reads at sites within the region showing methylation divided by the total number of reads covering the sites in the region. The sites may have specific characteristics, e.g., being CpG sites. Thus, the “CpG methylation density” of a region is the number of reads showing CpG methylation divided by the total number of reads covering CpG sites in the region (e.g., a particular CpG site, CpG sites within a CpG island, or a larger region). For example, the methylation density for each 100-kb bin in the human genome can be determined from the total number of cytosines not converted after bisulfite treatment (which corresponds to methylated cytosine) at CpG sites as a proportion of all CpG sites covered by sequence reads mapped to the 100-kb region. This analysis can also be performed for other bin sizes, e.g. 50-kb or 1-Mb, etc. A region could be the entire genome or a chromosome or part of a chromosome (e.g. a chromosomal arm). The methylation index of a CpG site is the same as the methylation density for a region when the region only includes that CpG site. The “proportion of methylated cytosines” refers the number of cytosine sites, “C′s”, that are shown to be methylated (for example unconverted after bisulfite conversion) over the total number of analyzed cytosine residues, i.e. including cytosines outside of the CpG context, in the region. The methylation index, methylation density and proportion of methylated cytosines are examples of “methylation levels.”

A “methylation profile” (also called methylation status) includes information related to DNA methylation for a region. Information related to DNA methylation can include, but not limited to, a methylation index of a CpG site, a methylation density of CpG sites in a region, a distribution of CpG sites over a contiguous region, a pattern or level of methylation for each individual CpG site within a region that contains more than one CpG site, and non-CpG methylation. A methylation profile of a substantial part of the genome can be considered equivalent to the methylome. “DNA methylation” in mammalian genomes typically refers to the addition of a methyl group to the 5′ carbon of cytosine residues (i.e. 5-methylcytosines) among CpG dinucleotides. DNA methylation may occur in cytosines in other contexts, for example CHG and CHH, where H is adenine, cytosine or thymine. Cytosine methylation may also be in the form of 5-hydroxymethylcytosine. Non-cytosine methylation, such as N6-methyladenine, has also been reported.

A “tissue” corresponds to any cells. Different types of tissue may correspond to different types of cells (e.g., liver, lung, or blood), but also may correspond to tissue from different organisms (mother vs. fetus) or to healthy cells vs. tumor cells. A “biological sample” refers to any sample that is taken from a subject (e.g., a human, such as a pregnant woman, a person with cancer, or a person suspected of having cancer, an organ transplant recipient or a subject suspected of having a disease process involving an organ (e.g., the heart in myocardial infarction, or the brain in stroke) and contains one or more nucleic acid molecule(s) of interest. The biological sample can be a bodily fluid, such as blood, plasma, serum, urine, vaginal fluid, uterine or vaginal flushing fluids, plural fluid, ascitic fluid, cerebrospinal fluid, saliva, sweat, tears, sputum, bronchoalveolar lavage fluid, etc. Stool samples can also be used.

The term “level of cancer” can refer to whether cancer exists, a stage of a cancer, a size of tumor, whether there is metastasis, the total tumor burden of the body, and/or other measure of a severity of a cancer. The level of cancer could be a number or other characters. The level could be zero. The level of cancer also includes premalignant or precancerous conditions (states) associated with mutations or a number of mutations. The level of cancer can be used in various ways. For example, screening can check if cancer is present in someone who is not known previously to have cancer. Assessment can investigate someone who has been diagnosed with cancer to monitor the progress of cancer over time, study the effectiveness of therapies or to determine the prognosis. In one embodiment, the prognosis can be expressed as the chance of a patient dying of cancer, or the chance of the cancer progressing after a specific duration or time, or the chance of cancer metastasizing. Detection can mean ‘screening’ or can mean checking if someone, with suggestive features of cancer (e.g. symptoms or other positive tests), has cancer.

DETAILED DESCRIPTION

Epigenetic mechanisms play an important role in embryonic and fetal development. However, human embryonic and fetal tissues (including placental tissues) are not readily accessible (U.S. Pat. No. 6,927,028). Certain embodiments have addressed this problem by analyzing a sample that has cell-free fetal DNA molecules present in maternal circulation. The fetal methylome can be deduced in a variety of ways. For example, the maternal plasma methylome can be compared to a cellular methylome (from blood cells of the mother) and the difference is shown to be correlated to the fetal methylome. As another example, fetal-specific alleles can be used to determine the methylation of the fetal methylome at specific loci. Additionally, the size of a fragment can be used as an indicator of a methylation percentage, as a correlation between size and methylation percentage is shown.

In one embodiment, genome-wide bisulfate sequencing is used to analyze the methylation profile (part or all of a methylome) of maternal plasma DNA at single nucleotide resolution. By exploiting the polymorphic differences between the mother and the fetus, the fetal methylome could be assembled from maternal blood samples. In another implementation, polymorphic differences were not used, but a differential between the plasma methylome and the blood cell methylome can be used.

In another embodiment, by exploiting single nucleotide variations and/or copy number aberrations between a tumor genome and a nontumor genome, and sequencing data from plasma (or other sample), methylation profiling of a tumor can be performed in the sample of a patient suspected or known to have cancer. A difference in a methylation level in a plasma sample of a test individual when compared with the plasma methylation level of a healthy control or a group of healthy controls can allow the identification of the test individual as harboring cancer. Additionally, the methylation profile can act as a signature that reveals the type of cancer, for example, from which organ, that the person has developed and whether metastasis has occurred.

Due to the noninvasive nature of this approach, we were able to serially assess the fetal and maternal plasma methylomes from maternal blood samples collected in the first trimester, third trimester and after delivery. Gestation-related changes were observed. The approach can also be applied to samples obtained during the second trimester. The fetal methylome deduced from maternal plasma during pregnancy resembled the placental methylome. Imprinted genes and differentially methylated regions were identified from the maternal plasma data.

We have therefore developed an approach to study the fetal methylome noninvasively, serially and comprehensively, thus offering the possibility for identifying biomarkers or direct testing of pregnancy-related pathologies. Embodiments can also be used to study the tumor methylome noninvasively, serially and comprehensively, for screening or detecting if a subject is suffering from cancer, for monitoring malignant diseases in a cancer patient and for prognostication. Embodiments can be applied to any cancer type, including, but not limited to, lung cancer, breast cancer, colorectal cancer, prostate cancer, nasopharyngeal cancer, gastric cancer, testicular cancer, skin cancer (e.g. melanoma), cancer affecting the nervous system, bone cancer, ovarian cancer, liver cancer (e.g. hepatocellular carcinoma), hematologic malignancies, pancreatic cancer, endometriocarcinoma, kidney cancer, cervical cancer, bladder cancer, etc.

A description of how to determine a methylome or methylation profile is first discussed, and then different methylomes are described (such as fetal methylomes, a tumor methylome, methylomes of the mother or a patient, and a mixed methylome, e.g., from plasma). The determination of a fetal methylation profile is then described using fetal-specific markers or by comparing a mixed methylation profile to a cellular methylation profile. Fetal methylation markers are determined by comparing methylation profiles. A relationship between size and methylation is discussed. Uses of methylation profiles to detect cancer are also provided.

I. Determination of a Methylome

A myriad of approaches have been used to investigate the placental methylome, but each approach has its limitations. For example, sodium bisulfite, a chemical that modifies unmethylated cytosine residues to uracil and leaves methylated cytosine unchanged, converts the differences in cytosine methylation into a genetic sequence difference for further interrogation. The gold standard method of studying cytosine methylation is based on treating tissue DNA with sodium bisulfite followed by direct sequencing of individual clones of bisulfite-converted DNA molecules. After the analysis of multiple clones of DNA molecules, the cytosine methylation pattern and quantitative profile per CpG site can be obtained. However, cloned bisulfite sequencing is a low throughput and labor-intensive procedure that cannot be readily applied on a genome-wide scale.

Methylation-sensitive restriction enzymes that typically digest unmethylated DNA provide a low cost approach to study DNA methylation. However, data generated from such studies are limited to loci with the enzyme recognition motifs and the results are not quantitative. Immunoprecipitation of DNA bound by anti-methylated cytosine antibodies can be used to survey large segments of the genome but tends to bias towards loci with dense methylation due to higher strength of antibody binding to such regions. Microarray-based approaches are dependent on the a priori design of the interrogation probes and hybridization efficiencies between the probes and the target DNA.

To interrogate a methylome comprehensively, some embodiments use massively parallel sequencing (MPS) to provide genome-wide information and quantitative assessment of the level of methylation on a per nucleotide and per allele basis. Recently, bisulfite conversion followed by genome-wide MPS has become feasible (R Lister et al 2008 Cell; 133: 523-536).

Among the small number of published studies (R Lister et al. 2009 Nature; 462: 315-322; L Laurent et al. 2010 Genome Res; 20: 320-331; Y Li et al. 2010 PLoS Biol; 8: e1000533; and M Kulis et al. 2012 Nat Genet; 44: 1236-1242) that applied genome-wide bisulfite sequencing for the investigation of human methylomes, two studies focused on embryonic stem cells and fetal fibroblasts (R Lister et al. 2009 Nature; 462: 315-322; L Laurent et al. 2010 Genome Res; 20: 320-331). Both studies analyzed cell-line derived DNA.

A. Genome-Wide Bisulfite Sequencing

Certain embodiments can overcome the aforesaid challenges and enable interrogation of a fetal methylome comprehensively, noninvasively and serially. In one embodiment, genome-wide bisulfite sequencing was used to analyze cell-free fetal DNA molecules that are found in the circulation of pregnant women. Despite the low abundance and fragmented nature of plasma DNA molecules, we were able to assemble a high resolution fetal methylome from maternal plasma and serially observe the changes with pregnancy progression. Given the intense interest in noninvasive prenatal testing (NIPT), embodiments can provide a powerful new tool for fetal biomarker discovery or serve as a direct platform for achieving NIPT of fetal or pregnancy-associated diseases. Data from the genome-wide bisulfite sequencing of various samples, from which the fetal methylome can be derived, is now provided. In one embodiment, this technology can be applied for methylation profiling in pregnancies complicated with preeclampsia, or intrauterine growth retardation, or preterm labor. For such complicated pregnancies, this technology can be used serially because of its noninvasive nature, to allow for the monitoring and/or prognostication and/or response to treatment.

FIGS. 1A1 and 1A2 show a table 100 of sequencing results for maternal blood, placenta, and maternal plasma according to embodiments of the present invention. In one embodiment, whole genome sequencing was performed on bisulfite-converted DNA libraries, prepared using methylated DNA library adaptors (Illumina) (R Lister et al. 2008 Cell; 133: 523-536), of blood cells of the blood sample collected in the first trimester, the CVS, the placental tissue collected at term, the maternal plasma samples collected during the first and third trimesters and the postpartum period. Blood cell and plasma DNA samples obtained from one adult male and one adult non-pregnant female were also analyzed. A total of 9.5 billion pairs of raw sequence reads were generated in this study. The sequencing coverage of each sample is shown in table 100.

The sequence reads that were uniquely mappable to the human reference genome reached average haploid genomic coverages of 50 folds, 34 folds and 28 folds, respectively, for the first trimester, third trimester and post-delivery maternal plasma samples. The coverage of the CpG sites in the genome ranged from 81% to 92% for the samples obtained from the pregnancy. The sequence reads that spanned CpG sites amounted to average haploid coverages of 33 folds per strand, 23 folds per strand and 19 folds per strand, respectively, for the first trimester, third trimester and post-delivery maternal plasma samples. The bisulfite conversion efficiencies for all samples were >99.9% (table 100).

In table 100, ambiguous rate (marked “a”) refers to the proportion of reads mapped onto both the Watson and Crick strands of the reference human genome. Lambda conversion rate refers to the proportion of unmethylated cytosines in the internal lambda DNA control being converted to the “thymine” residues by bisulfite modification. H generically equates to A, C, or T. “a” refers to reads that could be mapped to a specific genomic locus but cannot be assigned to the Watson or Crick strand. “b” refers to paired reads with identical start and end coordinates. For “c”, lambda DNA was spiked into each sample before bisulfite conversion. The lambda conversion rate refers to the proportion of cytosine nucleotides that remain as cytosine after bisulfite conversion and is used as an indication of the rate of successful bisulfite conversion. “d” refers to the number of cytosine nucleotides present in the reference human genome and remaining as a cytosine sequence after bisulfite conversion.

During bisulfite modification, unmethylated cytosines are converted to uracils and subsequently thymines after PCR amplifications while the methylated cytosines would remain intact (M Frommer et al. 1992 Proc Natl Acad Sci USA; 89:1827-31). After sequencing and alignment, the methylation status of an individual CpG site could thus be inferred from the count of methylated sequence reads “M” (methylated) and the count of unmethylated sequence reads “U” (unmethylated) at the cytosine residue in CpG context. Using the bisulfite sequencing data, the entire methylomes of maternal blood, placenta and maternal plasma were constructed. The mean methylated CpG density (also called methylation density MD) of specific loci in the maternal plasma can be calculated using the equation:

${MD} = \frac{M}{M + U}$ where M is the count of methylated reads and U is the count of unmethylated reads at the CpG sites within the genetic locus. If there is more than one CpG site within a locus, then M and U correspond to the counts across the sites.

B. Various Techniques

As described above, methylation profiling can be performed using massively parallel sequencing (MPS) of bisulfite converted plasma DNA. The MPS of the bisulfite converted plasma DNA can be performed in a random or shotgun fashion. The depth of the sequencing can be varied according to the size of the region of interest.

In another embodiment, the region(s) of interest in the bisulfite converted plasma DNA can be first captured using a solution-phase or solid-phase hybridization-based process, followed by the MPS. The massively parallel sequencing can be performed using a sequencing-by-synthesis platform such as the Illumina, a sequencing-by-ligation platform such as the SOLiD platform from Life Technologies, a semiconductor-based sequencing system such as the Ion Torrent or Ion Proton platforms from Life Technologies, or single molecule sequencing system such as the Helicos system or the Pacific Biosciences system or a nanopore-based sequencing system. Nanopore-based sequencing including nanopores that are constructed using, for example, lipid bilayers and protein nanopore, and solid-state nanopores (such as those that are graphene based). As selected single molecule sequencing platforms would allow the methylation status of DNA molecules (including N6-methyladenine, 5-methylcytosine and 5-hydroxymethylcytosine) to be elucidated directly without bisulfite conversion (B A Flusberg et al. 2010 Nat Methods; 7: 461-465; J Shim et al. 2013 Sci Rep; 3:1389. doi: 10.1038/srep01389), the use of such platforms would allow the methylation status of non-bisulfite converted sample DNA (e.g. plasma DNA) to be analyzed.

Besides sequencing, other techniques can be used. In one embodiment, methylation profiling can be done by methylation-specific PCR or methylation-sensitive restriction enzyme digestion followed by PCR or ligase chain reaction followed by PCR. In yet other embodiments, the PCR is a form of single molecule or digital PCR (B Vogelstein et al. 1999 Proc Natl Acad Sci USA; 96: 9236-9241). In yet further embodiments, the PCR can be a real-time PCR. In other embodiments, the PCR can be multiplex PCR.

II. Analysis of Methylomes

Some embodiments can determine the methylation profile of plasma DNA using whole genome bisulfite sequencing. The methylation profile of a fetus can be determined by sequencing maternal plasma DNA samples, as is described below. Thus, the fetal DNA molecules (and fetal methylome) were accessed noninvasively during the pregnancy, and changes were monitored serially as the pregnancy progressed. Due to the comprehensiveness of the sequencing data, we were able to study the maternal plasma methylomes on a genome-wide scale at single nucleotide resolution.

Since the genomic coordinates of the sequenced reads were known, these data enabled one to study the overall methylation levels of the methylome or any region of interest in the genome and to make comparison between different genetic elements. In addition, multiple sequence reads covered each CpG site or locus. A description of some of the metrics used to measure the methylome is now provided.

A. Methylation of Plasma DNA Molecules

DNA molecules are present in human plasma at low concentrations and in a fragmented form, typically in lengths resembling mononucleosomal units (Y M D Lo et al. 2010 Sci Transl Med; 2: 61ra91; and Y W Zheng at al. 2012 Clin Chem; 58: 549-558). Despite these limitations, a genome-wide bisulfite-sequencing pipeline was able to analyze the methylation of the plasma DNA molecules. In yet other embodiments, as selected single molecule sequencing platforms would allow the methylation status of DNA molecules to be elucidated directly without bisulfite conversion (B A Flusberg et al. 2010 Nat Methods; 7: 461-465; J Shim et al. 2013 Sci Rep; 3:1389. doi: 10.1038/srep01389), the use of such platforms would allow the non-bisulfite converted plasma DNA to be used to determine the methylation levels of plasma DNA or to determine the plasma methylome. Such platforms can detect N6-methyladenine, 5-methylcytosine, and 5-hydroxymethylcytosine, which can provide improved results (e.g., improved sensitivity or specificity) related to the different biological functions of the different forms of methylation. Such improved results can be useful when applying embodiments for the detection or monitoring of specific disorders, e.g. preeclampsia or a particular type of cancer.

Bisulfite sequencing can also discriminate between different forms of methylation. In one embodiment, one can include additional steps that can distinguish 5-methylcytosine from 5-hydroxymethylcytosine. One such approach is oxidative bisulfite sequencing (oxBS-seq), which can elucidate the location of 5-methylcytosine and 5-hydroxymethylcytosine at single-base resolution (M J Booth et al. 2012 Science; 336: 934-937; M J Booth et al. 2013 Nature Protocols; 8: 1841-1851). In bisulfite sequencing, both 5-methylcytosine from 5-hydroxymethylcytosine are read as cytosines and thus cannot be discriminated. On the other hand, in oxBS-seq, specific oxidation of 5-hydroxymethylcytosine to 5-formylcytosine by treatment with potassium perruthenate (KRuO4), followed by the conversion of the newly formed 5-formylcytosine to uracil using bisulfite conversion would allow 5-hydroxymethylcytosine to be distinguished from 5-methylcytosine. Hence, a readout of 5-methylcytosine can be obtained from a single oxBS-seq run, and 5-hydroxymethylcytosine levels are deduced by comparison with the bisulfite sequencing results. In another embodiment, 5-methylcytosine can be distinguished from 5-hydroxymethylcytosine using Tet-assisted bisulfite sequencing (TAB-seq) (M Yu et al. 2012 Nat Protoc; 7: 2159-2170). TAB-seq can identify 5-hydroxymethylcytosine at single-base resolution, as well as determine its abundance at each modification site. This method involves (β-glucosyltransferase-mediated protection of 5-hydroxymethylcytosine (glucosylation) and recombinant mouse Tet1(mTet1)-mediated oxidation of 5-methylcytosine to 5-carboxylcytosine. After the subsequent bisulfite treatment and PCR amplification, both cytosine and 5-carboxylcytosine (derived from 5-methylcytosine) are converted to thymine (T), whereas 5-hydroxymethylcytosine will be read as C.

FIG. 1B shows methylation density in 1-Mb windows of sequenced samples according to embodiments of the present invention. Plot 150 is a Circos plot depicting the methylation density in the maternal plasma and genomic DNA in 1-Mb windows across the genome. From outside to inside: chromosome ideograms can be oriented pter-qter in a clockwise direction (centromeres are shown in red), maternal blood (red), placenta (yellow), maternal plasma (green), shared reads in maternal plasma (blue), and fetal-specific reads in maternal plasma (purple). The overall CpG methylation levels (i.e., density levels) of maternal blood cells, placenta and maternal plasma can be found in table 100. The methylation level of maternal blood cells is in general higher than that of the placenta across the whole genome.

B. Comparison of Bisulfite Sequencing to Other Techniques

We studied the placental methylome using massively parallel bisulfite sequencing. In addition, we studied the placental methylome using an oligonucleotide array platform that covered about 480,000 CpG sites in the human genome (Illumina) (M Kulis et al. 2012 Nat Genet; 44: 1236-1242; and C Clark et al. 2012 PLoS One; 7: e50233). In one embodiment using beadchip-based genotyping and methylation analysis, genotyping was performed using the Illumina HumanOmni2.5-8 genotyping array according to the manufacturer's protocol. Genotypes were called using the GenCall algorithm of the Genome Studio Software (Illumina). The call rates were over 99%. For the microarray based methylation analysis, genomic DNA (500-800 ng) was treated with sodium bisulfite using the Zymo EZ DNA Methylation Kit (Zymo Research, Orange, Calif., USA) according to the manufacturer's recommendations for the Illumina Infinium Methylation Assay.

The methylation assay was performed on 4 μl bisulfite-converted genomic DNA at 50 ng/μl according to the Infinium HD Methylation Assay protocol. The hybridized beadchip was scanned on an Illumina iScan instrument. DNA methylation data were analyzed by the GenomeStudio (v2011.1) Methylation Module (v1.9.0) software, with normalization to internal controls and background subtraction. The methylation index for individual CpG site was represented by a beta value (β), which was calculated using the ratio of fluorescent intensities between methylated and unmethylated alleles:

$\beta = \frac{{Intensity}\mspace{14mu}{of}\mspace{14mu}{methylated}\mspace{14mu}{allele}}{\begin{matrix} {{{Intensity}\mspace{14mu}{of}\mspace{14mu}{unmethylated}\mspace{14mu}{allele}} +} \\ {{{Intensity}\mspace{14mu}{of}\mspace{14mu}{methylated}\mspace{14mu}{allele}} + 100} \end{matrix}}$

For CpG sites that were represented on the array and sequenced to coverage of at least 10 folds, we compared the beta-value obtained by the array to the methylation index as determined by sequencing of the same site. Beta-values represented the intensity of methylated probes as a proportion of the combined intensity of the methylated and unmethylated probes covering the same CpG site. The methylation index for each CpG site refers to the proportion of methylated reads over the total number of reads covering that CpG.

FIGS. 2A-2C show plots of the beta-values determined by the Illumina Infinium HumanMethylation 450K beadchip array against the methylation indices determined by genome-wide bisulfite sequencing of corresponding CpG sites that were interrogated by both platforms: (A) Maternal blood cells, (B) Chorionic villus sample, (C) Term placental tissue. The data from both platforms were highly concordant and the Pearson correlation coefficients were 0.972, 0.939 and 0.954, and R² values were 0.945, 0.882 and 0.910 for the maternal blood cells, CVS and term placental tissue, respectively.

We further compared our sequencing data with those reported by Chu et al, who investigated the methylation profiles of 12 pairs of CVS and maternal blood cell DNA samples using an oligonucleotide array that covered about 27,000 CpG sites (T Chu et al. 2011 PLoS One; 6: e14723). The correlation data between the sequencing results of the CVS and maternal blood cell DNA and each of the 12 pairs of samples in the previous study gave an average Pearson coefficient (0.967) and R² (0.935) for maternal blood and an average Pearson coefficient (0.943) and R² (0.888) for the CVS. Among the CpG sites represented on both arrays, our data correlated highly with the published data. The rates of non-CpG methylation were <1% for the maternal blood cells, CVS and placental tissues (table 100). These results were consistent with current belief that substantial amounts of non-CpG methylation were mainly restricted to pluripotent cells (R Lister et al. 2009 Nature; 462: 315-322; L Laurent et al. 2010 Genome Res; 20: 320-331).

C. Comparison of Plasma and Blood Methylomes for Non pregnant Subjects

FIGS. 3A and 3B show bar charts of percentage of methylated CpG sites in plasma and blood cells collected from an adult male and a non-pregnant adult female: (A) Autosomes, (B) Chromosome X. The charts show a similarity between plasma and blood methylomes of a male and a non-pregnant female. The overall proportions of CpG sites that were methylated in the male and non-pregnant female plasma samples were almost the same as the corresponding blood cell DNA (table 100 and FIGS. 2A and 2B).

We next studied the correlation of the methylation profiles of the plasma and blood cell samples in a locus-specific manner. We determined the methylation density of each 100-kb bin in the human genome by determining the total number of unconverted cytosines at CpG sites as a proportion of all CpG sites covered by sequence reads mapped to the 100-kb region. The methylation densities were highly concordant between the plasma sample and corresponding blood cell DNA of the male as well as the female samples.

FIGS. 4A and 4B show plots of methylation densities of corresponding loci in blood cell DNA and plasma DNA: (A) Non-pregnant adult female, (B) Adult male. The Pearson correlation coefficient and R² value for the non-pregnant female samples were respectively 0.963 and 0.927, and that for the male samples were respectively 0.953 and 0.908. These data are consistent with previous findings based on the assessment of genotypes of plasma DNA molecules of recipients of allogenic hematopoietic stem cell transplantation which showed that hematopoietic cells are the predominant source of DNA in human plasma (Y W Zheng at al. 2012 Clin Chem; 58: 549-558).

D. Methylation Levels across Methylomes

We next studied the DNA methylation levels of maternal plasma DNA, maternal blood cells, and placental tissue to determine methylation levels. The levels were determined for repeat regions, non-repeat regions, and overall.

FIGS. 5A and 5B show bar charts of percentage of methylated CpG sites among samples collected from the pregnancy: (A). Autosomes, (B) Chromosome X. The overall proportions of methylated CpGs were 67.0% and 68.2% for the first and third trimester maternal plasma samples, respectively. Unlike the results obtained from the non-pregnant individuals, these proportions were lower than that of the first trimester maternal blood cell sample but higher than that of the CVS and term placental tissue samples (table 100). Of note, the percentage of methylated CpGs for the post-delivery maternal plasma sample was 73.1% which was similar to the blood cell data (table 100). These trends were observed in CpGs distributed over all autosomes as well as chromosome X and spanned across both the non-repeat regions and multiple classes of repeat elements of the human genome.

Both the repeat and non-repeat elements in the placenta were found to be hypomethylated relative to maternal blood cells. The results were concordant to the findings in the literature that the placenta is hypomethylated relative to other tissues, including peripheral blood cells.

Between 71% to 72% of the sequenced CpG sites were methylated in the blood cell DNA from the pregnant woman, non-pregnant woman and adult male (table 100 of FIG. 1). These data are comparable with the report of 68.4% of CpG sites of blood mononuclear cells reported by Y Li et al. 2010 PLoS Biol; 8: e1000533. Consistent with the previous reports on the hypomethylated nature of placental tissues, 55% and 59% of the CpG sites were methylated in the CVS and term placental tissue, respectively (table 100).

FIG. 6 shows a bar chart of methylation level of different repeat classes of the human genome for maternal blood, placenta and maternal plasma. The repeat classes are as defined by the UCSC genome browser. Data shown are from the first trimester samples. Unlike earlier data suggesting that the hypomethylated nature of placental tissues was mainly observed in certain repeat classes in the genome (B Novakovic et al. 2012 Placenta; 33: 959-970), here we show that the placenta was in fact hypomethylated in most classes of genomic elements with reference to blood cells.

E. Similarity of Methylomes

Embodiments can determine the methylomes of placental tissues, blood cells and plasma using the same platform. Hence, direct comparisons of the methylomes of those biological sample types were possible. The high level of resemblance between methylomes of the blood cells and plasma for the male and non-pregnant female as well as between the maternal blood cells and the post-delivery maternal plasma sample further affirmed that hematopoietic cells were the main sources of DNA in human plasma (Y W Zheng at al. 2012 Clin Chem; 58: 549-558).

The resemblances are evident both in terms of the overall proportion of methylated CpGs in the genome as well as from the high correlation of methylation densities between corresponding loci in the blood cell DNA and plasma DNA. Yet, the overall proportions of methylated CpGs in the first trimester and third trimester maternal plasma samples were reduced when compared with the maternal blood cell data or the post-delivery maternal plasma sample.

The reduced methylation levels during pregnancy were due to the hypomethylated nature of the fetal DNA molecules present in maternal plasma.

The reversal of the methylation profile in the post-delivery maternal plasma sample to become more similar to that of the maternal blood cells suggests that the fetal DNA molecules had been removed from the maternal circulation. Calculation of the fetal DNA concentrations based on SNP markers of the fetus indeed showed that the concentration changed from 33.9% before delivery to just 4.5% in the post-delivery sample.

F. Other Applications

Embodiments have successfully assembled DNA methylomes through the MPS analysis of plasma DNA. The ability to determine the placental or fetal methylome from maternal plasma provides a noninvasive method to determine, detect and monitor the aberrant methylation profiles associated with pregnancy-associated conditions such as preeclampsia, intrauterine growth restriction, preterm labor and others. For example, the detection of a disease-specific aberrant methylation signature allows the screening, diagnosis and monitoring of such pregnancy-associated conditions. The measuring of the maternal plasma methylation level allows the screening, diagnosis and monitoring of such pregnancy-associated conditions. Besides the direct applications on the investigation of pregnancy-associated conditions, the approach could be applied to other areas of medicine where plasma DNA analysis is of interest. For example, the methylomes of cancers could be determined from plasma DNA of cancer patients. Cancer methylomic analysis from plasma, as described herein, is potentially a synergistic technology to cancer genomic analysis from plasma (K C A Chan at al. 2013 Clin Chem; 59: 211-224 and R J Leary et al. 2012 Sci Transl Med; 4:162ra154).

For example, the determination of a methylation level of a plasma sample could be used to screen for cancer. When the methylation level of the plasma sample shows aberrant levels compared with healthy controls, cancer may be suspected. Then further confirmation and assessment of the type of cancer or tissue origin of the cancer may be performed by determining the plasma profile of methylation at different genomic loci or by plasma genomic analysis to detect tumor-associated copy number aberrations, chromosomal translocations and single nucleotide variants. Indeed, in one embodiment of this invention, the plasma cancer methylomic and genomic profiling can be carried out simultaneously. Alternatively, radiological and imaging investigations (e.g. computed tomography, magnetic resonance imaging, positron emission tomography) or endoscopy (e.g. upper gastrointestinal endoscopy or colonoscopy) could be used to further investigate individuals who were suspected of having cancer based on the plasma methylation level analysis.

For cancer screening or detection, the determination of a methylation level of a plasma (or other biologic) sample can be used in conjunction with other modalities for cancer screening or detection such as prostate specific antigen measurement (e.g. for prostate cancer), carcinoembryonic antigen (e.g. for colorectal carcinoma, gastric carcinoma, pancreatic carcinoma, lung carcinoma, breast carcinoma, medullary thyroid carcinoma), alpha fetoprotein (e.g. for liver cancer or germ cell tumors), CA125 (e.g. for ovarian and breast cancer) and CA19-9 (e.g. for pancreatic carcinoma).

Additionally, other tissues may be sequenced to obtain a cellular methylome. For example, liver tissue can be analyzed to determine a methylation pattern specific to the liver, which may be used to identify liver pathologies. Other tissues which can also be analyzed include brain cells, bones, the lungs, the heart, the muscles and the kidneys, etc. The methylation profiles of various tissues may change from time to time, e.g. as a result of development, aging, disease processes (e.g. inflammation or cirrhosis or autoimmune processes (such as in systemic lupus erythematosus)) or treatment (e.g. treatment with demethylating agents such as 5-azacytidine and 5-azadeoxycytidine). The dynamic nature of DNA methylation makes such analysis potentially very valuable for monitoring of physiological and pathological processes. For example, if one detects a change in the plasma methylome of an individual compared to a baseline value obtained when they were healthy, one could then detect disease processes in organs that contribute plasma DNA.

Also, the methylomes of transplanted organs could be determined from plasma DNA of organ transplantation recipients. Transplant methylomic analysis from plasma, as described in this invention, is potentially a synergistic technology to transplant genomic analysis from plasma (Y W Zheng at al, 2012; Y M D Lo at al. 1998 Lancet; 351: 1329-1330; and T M Snyder et al. 2011 Proc Natl Acad Sci USA; 108: 6229-6234). As plasma DNA is generally regarded as a marker of cell death, an increase in the plasma level of DNA released from a transplanted organ could be used as a marker for increased cell death from that organ, such as a rejection episode or other pathologic processes involving that organ (e.g. infection or abscess). In the event that anti-rejection therapy is successfully instituted, the plasma level of DNA released by the transplanted organ will be expected to reduce.

III. Determining Fetal or Tumor Methylome using SNPs

As described above, the plasma methylome corresponds to the blood methylome for a non-pregnant normal person. However, for a pregnant female, the methylomes differ. Fetal DNA molecules circulate in maternal plasma among a majority background of maternal DNA (Y M D Lo et al. 1998 Am J Hum Genet; 62: 768-775). Thus, for a pregnant female, the plasma methylome is largely a composite of the placental methylome and the blood methylome. Accordingly, one can extract the placental methylome from plasma.

In one embodiment, single nucleotide polymorphism (SNP) differences between the mother and the fetus are used to identify the fetal DNA molecules in maternal plasma. An aim was to identify SNP loci where the mother is homozygous, but the fetus is heterozygous; the fetal-specific allele can be used to determine which DNA fragments are from the fetus. Genomic DNA from the maternal blood cells was analyzed using a SNP genotyping array, the Illumina HumanOmni2.5-8. On the other hand, for SNP loci in which the mother is heterozygous and the fetus is homozygous, then the SNP allele that is specific to the mother can be used to determine which plasma DNA fragments are from the mother. The methylation level of such DNA fragments would be reflective of the methylation level for the related genomic regions in the mother.

A. Correlation of Methylation of Fetal-Specific Reads and Placental Methylome

Loci having two different alleles, where the amount of one allele (B) was significantly less than the other allele (A), were identified from sequencing results of a biological sample. Reads covering the B alleles were regarded as fetal-specific (fetal-specific reads). The mother is determined to be homozygous for A and the fetus heterozygous for A/B, and thus reads covering the A allele were shared by the mother and fetus (shared reads).

In one pregnant case analyzed that was used to illustrate several of the concepts in this invention, the pregnant mother was found to be homozygous at 1,945,516 loci on the autosomes. The maternal plasma DNA sequencing reads that covered these SNPs were inspected. Reads carrying a non-maternal allele was detected at 107,750 loci and these were considered the informative loci. At each informative SNP, the allele that was not from the mother was termed a fetal-specific allele while the other one was termed a shared allele.

A fractional fetal/tumor DNA concentration (also called fetal DNA percentage) in the maternal plasma can be determined. In one embodiment, the fractional fetal DNA concentration in the maternal plasma, f, is determined by the equation:

$f = \frac{2p}{p + q}$ where p is the number of sequenced reads with the fetal-specific allele and q is the number of sequenced reads with the shared allele between the mother and the fetus (Y M D Lo et al. 2010 Sci Transl Med; 2: 61ra91). The fetal DNA proportions in the first trimester, third trimester and post-delivery maternal plasma samples were found to be 14.4%, 33.9% and 4.5%, respectively. The fetal DNA proportions were also calculated using the numbers of reads that were aligned to chromosome Y. Based on the chromosome Y data, the results were 14.2%, 34.9% and 3.7%, respectively, in the first trimester, third trimester and post-delivery maternal plasma samples.

By separately analyzing the fetal-specific or shared sequence reads, embodiments demonstrate that the circulating fetal DNA molecules were much more hypomethylated than the background DNA molecules. Comparisons of the methylation densities of corresponding loci in the fetal-specific maternal plasma reads and the placental tissue data for both the first and third trimesters revealed high levels of correlation. These data provided genome level evidence that the placenta is the predominant source of fetal-derived DNA molecules in maternal plasma and represented a major step forward compared with previous evidence based on information derived from selected loci.

We determined the methylation density of each 1-Mb region in the genome using either the fetal-specific or shared reads that covered CpG sites adjacent to the informative SNPs. The fetal and non-fetal-specific methylomes assembled from the maternal plasma sequence reads can be displayed, for example, in Circos plots (M Krzywinski et al. 2009 Genome Res; 19: 1639-1645). The methylation densities per 1-Mb bin were also determined for the maternal blood cells and placental tissue samples.

FIG. 7A shows a Circos plot 700 for first trimester samples. FIG. 7B shows a Circos plot 750 for third trimester samples. The plots 700 and 750 show methylation density per 1-Mb bin. Chromosome ideograms (outermost ring) are oriented pter-qter in a clockwise direction (centromeres are shown in red). The second outermost track shows the number of CpG sites in the corresponding 1-Mb regions. The scale of the red bars shown is up to 20,000 sites per 1-Mb bin. The methylation densities of the corresponding 1-Mb regions are shown in the other tracks based on the color scheme shown in the center.

For the first trimester samples (FIG. 7A), from inside to outside, the tracks are: chorionic villus sample, fetal-specific reads in maternal plasma, maternal-specific reads in maternal plasma, combined fetal and non-fetal reads in maternal plasma, and maternal blood cells. For the third trimester samples (FIG. 7B), the tracks are: term placental tissue, fetal-specific reads in maternal plasma, maternal-specific reads in maternal plasma, combined fetal and non-fetal reads in maternal plasma, post-delivery maternal plasma and maternal blood cells (from the first trimester blood sample). It can be appreciated that for both the first and third trimester plasma samples, the fetal methylomes were more hypomethylated than those of the non-fetal-specific methylomes.

The overall methylation profile of the fetal methylomes more closely resembled that of the CVS or placental tissue samples. On the contrary, the DNA methylation profile of the shared reads in plasma, which were predominantly maternal DNA, more closely resembled that of the maternal blood cells. We then performed a systematic locus-by-locus comparison of the methylation densities of the maternal plasma DNA reads and the maternal or fetal tissues. We determined the methylation densities of CpG sites that were present on the same sequence read as the informative SNPs and were covered by at least 5 maternal plasma DNA sequence reads.

FIGS. 8A-8D show plots of comparisons of the methylation densities of genomic tissue DNA against maternal plasma DNA for CpG sites surrounding the informative single nucleotide polymorphisms. FIG. 8A shows methylation densities for fetal-specific reads in the first trimester maternal plasma sample relative to methylation densities for reads in a CVS sample. As can be seen, the fetal-specific values correspond well to the CVS values.

FIG. 8B shows methylation densities for fetal-specific reads in the third trimester maternal plasma sample relative to methylation densities for reads in a term placental tissue. Again, the sets of densities correspond well, indicating the fetal methylation profile can be obtained by analyzing reads with fetal-specific alleles.

FIG. 8C shows methylation densities for shared reads in the first trimester maternal plasma sample relative to methylation densities for reads in maternal blood cells. Given that most of the shared reads are from the mother, the two sets of values correspond well. FIG. 8D shows methylation densities for shared reads in the third trimester maternal plasma sample relative to methylation densities for reads in maternal blood cells.

For the fetal-specific reads in maternal plasma, the Spearman correlation coefficient between the first trimester maternal plasma and the CVS was 0.705 (P<2.2*e-16); and that between the third trimester maternal plasma and term placental tissue was 0.796 (P<2.2*e-16) (FIGS. 8A and 8B). A similar comparison was performed for the shared reads in maternal plasma with the maternal blood cell data. The Pearson correlation coefficient was 0.653 (P<2.2*e-16) for the first trimester plasma sample and was 0.638 (P<2.2*e-16) for the third trimester plasma sample (FIGS. 8C and 8D).

B. Fetal Methylome

In one embodiment, to assemble the fetal methylome from maternal plasma, we sorted for sequence reads that spanned at least one informative fetal SNP site and contained at least one CpG site within the same read. Reads that showed the fetal-specific alleles were included in the assembly of the fetal methylome. Reads that showed the shared allele, i.e. non-fetal-specific allele, were included in the assembly of the non-fetal-specific methylome which was predominantly comprised of maternal-derived DNA molecules.

The fetal-specific reads covered 218,010 CpG sites on the autosomes for the first trimester maternal plasma samples. The corresponding figures for the third trimester and post-delivery maternal plasma samples were 263,611 and 74,020, respectively. On average, the shared reads covered those CpG sites an average of 33.3, 21.7 and 26.3 times, respectively. The fetal-specific reads covered those CpG sites 3.0, 4.4 and 1.8 times, respectively, for the first trimester, third trimester and post-delivery maternal plasma samples.

Fetal DNA represents a minor population in maternal plasma and therefore the coverage of those CpG sites by fetal-specific reads was proportional to the fetal DNA percentage of the sample. For the first trimester maternal plasma sample, the overall percentage of methylated CpG among the fetal reads was 47.0%, while that for the shared reads was 68.1%. For the third trimester maternal plasma sample, the percentage of methylated CpG of the fetal reads was 53.3%, while that for the shared reads was 68.8%. These data showed that the fetal-specific reads in maternal plasma were more hypomethylated than the shared reads in maternal plasma

C. Method

The techniques described above can also be used to determine a tumor methylation profile. Methods for determining fetal and tumor methylation profiles are now described.

FIG. 9 is a flowchart illustrating a method 900 for determining a first methylation profile from a biological sample of an organism according to embodiments of the present invention. Method 900 can construct an epigenetic map of the fetus from the methylation profile of maternal plasma. The biological sample includes cell-free DNA comprising a mixture of cell-free DNA originating from a first tissue and from a second tissue. As examples, the first tissue can be from a fetus, a tumor, or a transplanted organ.

At block 910, a plurality of DNA molecules are analyzed from the biological sample. The analysis of a DNA molecule can include determining a location of the DNA molecule in a genome of the organism, determining a genotype of the DNA molecule, and determining whether the DNA molecule is methylated at one or more sites.

In one embodiment, the DNA molecules are analyzed using sequence reads of the DNA molecules, where the sequencing is methylation aware. Thus, the sequence reads include methylation status of DNA molecules from the biological sample. The methylation status can include whether a particular cytosine residue is 5-methylcytosine or 5-hydroxymethylcytosine. The sequence reads can be obtained from various sequencing techniques, PCR-techniques, arrays, and other suitable techniques for identifying sequences of fragments. The methylation status of sites of the sequence read can be obtained as described herein.

At block 920, a plurality of first loci are identified at which a first genome of the first tissue is heterozygous for a respective first allele and a respective second allele and a second genome of the second tissue is homozygous for the respective first allele. For example, fetal-specific reads may be identified at the plurality of first loci. Or, tumor-specific reads may be identified at the plurality of first loci. The tissue-specific reads can be identified from sequencing reads where the percentage of sequence reads of the second allele fall within a particular range, e.g., about 3%-25%, thereby indicating a minority population of DNA fragment from a heterozygous genome at the locus and a majority population from a homozygous genome at the locus.

At block 930, DNA molecules located at one or more sites of each of the first locus are analyzed. A number of DNA molecules that are methylated at a site and correspond to the respective second allele of the locus are determined. There may be more than one site per locus. For example, a SNP might indicate that a fragment is fetal-specific, and that fragment may have multiple sites whose methylation status is determined. The number of reads at each site that are methylated can be determined, and the total number of methylated reads for the locus can be determined.

The locus may be defined by a specific number of sites, a specific set of sites, or a particular size for a region around a variation that comprises the tissue-specific allele. A locus can have just one site. The sites can have specific properties, e.g., being CpG sites. The determination of a number of reads that are unmethylated is equivalent, and is encompassed within the determination of the methylation status.

At block 940, for each of the first loci, a methylation density is calculated based on the numbers of DNA molecules methylated at the one or more sites of the locus and corresponding to the respective second allele of the locus. For example, a methylation density can be determined for CpG sites corresponding to a locus.

At block 950, the first methylation profile of the first tissue is created from the methylation densities for the first loci. The first methylation profile can correspond to particular sites, e.g., CpG sites. The methylation profile can be for all loci having a fetal-specific allele, or just some of those loci.

IV. Using Difference of Plasma and Blood Methylomes

Above, it was shown that the fetal-specific reads from plasma correlate to the placental methylome. As the maternal component of the maternal plasma methylome is primarily contributed by the blood cells, the difference between the plasma methylome and blood methylome can be used to determine the placental methylome for all loci, and not just locations of fetal-specific alleles. A difference between the plasma methylome and the blood methylome can also be used to determine a methylome of a tumor.

A. Method

FIG. 10 is a flowchart illustrating a method 1000 of determining a first methylation profile from a biological sample of an organism according to embodiments of the present invention. The biological sample (e.g., plasma) includes cell-free DNA comprising a mixture of cell-free DNA originating from a first tissue and from a second tissue. The first methylation profile corresponds to a methylation profile of the first tissue (e.g., fetal tissue or tumor tissue). Method 1200 can provide a deduction of differentially methylated regions from maternal plasma.

At block 1010, a biological sample is received. The biological sample could simply be received at a machine (e.g., a sequencing machine). The biological sample may be in the form taken from the organism or may be in a processed form, e.g., the sample may be plasma that is extracted from a blood sample.

At block 1020, a second methylation profile corresponding to DNA of the second tissue is obtained. The second methylation profile could be read from memory, as it may have been determined previously. The second methylation profile can be determined from the second tissue, e.g., a different sample that contains only or predominantly cells of the second tissue. The second methylation profile can correspond to a cellular methylation profile and be obtained from cellular DNA. As another example, the second profile can be determined from a plasma sample collected before pregnancy, or before development of cancer because the plasma methylome of a non-pregnant person without cancer is very similar to the methylome of blood cells.

The second methylation profile can provide a methylation density at each of a plurality of loci in a genome of the organism. The methylation density at a particular locus corresponds to a proportion of DNA of the second tissue that is methylated. In one embodiment, the methylation density is a CpG methylation density, where CpG sites associated with the locus are used to determine the methylation density. If there is one site for a locus, then the methylation density can be equal to the methylation index. The methylation density also corresponds to an unmethylation density as the two values are complementary.

In one embodiment, the second methylation profile is obtained by performing methylation-aware sequencing of cellular DNA from a sample of the organism. One example of methylation-aware sequencing includes treating DNA with sodium bisulfite and then performing DNA sequencing. In another example, the methylation-aware sequencing can be performed without using sodium bisulfite, using a single molecule sequencing platform that would allow the methylation status of DNA molecules (including N6-methyladenine, 5-methylcytosine and 5-hydroxymethylcytosine) to be elucidated directly without bisulfite conversion (A B Flusberg et al. 2010 Nat Methods; 7: 461-465; J Shim et al. 2013 Sci Rep; 3:1389. doi: 10.1038/srep01389); or through the immunoprecipitation of methylated cytosine (e.g. by using an antibody against methylcytosine or by using a methylated DNA binding protein or peptide (L G Acevedo et al. 2011 Epigenomics; 3: 93-101) followed by sequencing; or through the use of methylation-sensitive restriction enzymes followed by sequencing. In another embodiment, non-sequencing techniques are used, such as arrays, digital PCR and mass spectrometry.

In another embodiment, the second methylation density of the second tissue could be obtained previously from control samples of the subject or from other subjects. The methylation density from another subject can act as a reference methylation profile having reference methylation densities. The reference methylation densities can be determined from multiple samples, where a mean level (or other statistical value) of the different methylation densities at a locus can be used as the reference methylation density at the locus.

At block 1030, a cell-free methylation profile is determined from the cell-free DNA of the mixture. The cell-free methylation profile provides a methylation density at each of the plurality of loci. The cell-free methylation profile can be determined by receiving sequence reads from a sequencing of the cell-free DNA, where the methylation information is obtained with the sequence reads. The cell-free methylation profile can be determined in a same manner as the cellular methylome.

At block 1040, a percentage of the cell-free DNA from the first tissue in the biological sample is determined. In one embodiment, the first tissue is fetal tissue, and the corresponding DNA is fetal DNA. In another embodiment, the first tissue is tumor tissue, and the corresponding DNA is tumor DNA. The percentage can be determined in a variety of ways, e.g., using a fetal-specific allele or a tumor-specific allele. Copy number can also be used to determine the percentage, e.g., as described in U.S. patent application Ser. No. 13/801,748 entitled “Mutational Analysis Of Plasma DNA For Cancer Detection” filed on Mar. 13, 3013, which is incorporated by reference.

At block 1050, a plurality of loci for determining the first methylome are identified. These loci may correspond to each of the loci used to determine the cell-free methylation profile and the second methylation profile. Thus, the plurality of loci may correspond. It is possible that more loci may be used to determine the cell-free methylation profile and the second methylation profile.

In some embodiments, loci that were hypermethylated or hypomethylated in the second methylation profile can be identified, e.g., using maternal blood cells. To identify the loci that were hypermethylated in the maternal blood cells, one can scan from one end of a chromosome for a CpG site with a methylation index≥X % (e.g., 80%). One can then search for the next CpG site within the downstream region (e.g., within 200-bp downstream). If the immediately downstream CpG site also had a methylation index≥X % (or other specified amount), the first and the second CpG sites can be grouped. The grouping can continue until either there were no other CpG site within the next downstream region; or the immediately downstream CpG site had a methylation index<X %. The region of the grouped CpG sites can be reported as hypermethylated in maternal blood cells if the region contained at least five immediately adjacent hypermethylated CpG sites. A similar analysis can be performed to search for loci that were hypomethylated in maternal blood cells for CpG sites with methylation indices≤20%. The methylation densities for the second methylation profile can be calculated for the short-listed loci and used to deduce the first methylation profile (e.g., placental tissue methylation density) of the corresponding loci, e.g., from maternal plasma bisulfate-sequencing data.

At block 1060, the first methylation profile of the first tissue is determined by calculating a differential parameter that includes a difference between the methylation density of the second methylation profile and the methylation density of the cell-free methylation profile for each of the plurality of loci. The difference is scaled by the percentage.

In one embodiment, the first methylation density of a locus in the first (e.g., placental) tissue (D) was deduced using the equation:

$\begin{matrix} {D = {{mbc} - \frac{\left( {{mbc} - {mp}} \right)}{f*{CN}}}} & (1) \end{matrix}$ where mbc denotes the methylation density of the second methylation profile at a locus (e.g., a short-listed locus as determined in the maternal blood cell bisulfite-sequencing data); mp denotes the methylation density of the corresponding locus in the maternal plasma bisulfite-sequencing data; f represented the percentage of cell-free DNA from the first tissue (e.g., fractional fetal DNA concentration), and CN represents copy number at the locus (e.g., a higher value for amplifications or a lower number for deletions relative to normal). If there is no amplification or deletion in the first tissue then CN can be one. For trisomy (or a duplication of the region in a tumor or a fetus), CN would be 1.5 (as the increase is from 2 copies to 3 copies) and monosomy would have 0.5. Higher amplification can increase by increments of 0.5. In this example, D can correspond to the differential parameter.

At block 1070, the first methylation density is transformed to obtain a corrected first methylation density of the first tissue. The transformation can account for fixed differences between the differential parameters and the actual methylation profile of the first tissue. For example, the values may differ by a fixed constant or by a slope. The transformation can be linear or non-linear.

In one embodiment, the distribution of the deduced values, D, was found to be lower than the actual methylation level of the placental tissue. For example, the deduced values can be linearly transformed using data from CpG islands, which were genomic segments that had an overrepresentation of CpG sites. The genomic positions of CpG islands used in this study were obtained from the UCSC Genome Browser database (NCBI build 36/hg18) (P A Fujita et al. 2011 Nucleic Acids Res; 39: D876-882). For example, a CpG island can be defined as a genomic segment with GC content≥50%, genomic length≥200 bp and the ratio of observed/expected CpG number>0.6 (M Gardiner-Garden et al 1987 J Mol Biol; 196: 261-282).

In one implementation, to derive the linear transformation equation, CpG islands with at least 4 CpG sites and an average read depth≥5 per CpG site in the sequenced samples can be included. After determining the linear relationships between the methylation densities of CpG islands in the CVS or term placenta and the deduced values, D, the following equations were used to determine the predicted values: First trimester predicted values=D×1.6+0.2 Third trimester predicted values=D×1.2+0.05

B. Fetal Example

As mentioned above, method 1000 can be used to deduce a methylation landscape of the placenta from maternal plasma. Circulating DNA in plasma is predominately originated from hematopoietic cells. Still there is an unknown proportion of cell-free DNA contributed from other internal organs. Moreover, placenta-derived cell-free DNA accounts for approximately 5-40% of the total DNA in maternal plasma, with a mean of approximately 15%. Thus, one can make an assumption that the methylation level in maternal plasma is equivalent to an existing background methylation plus a placental contribution during pregnancy, as described above.

The maternal plasma methylation level, MP, can be determined using the following equation: MP=BKG×(1−f)+PLN×f where BKG is the background DNA methylation level in plasma derived from blood cells and internal organs, PLN is the methylation level of placenta and f is the fractional fetal DNA concentration in maternal plasma.

In one embodiment, the methylation level of placenta can theoretically be deduced by:

$\begin{matrix} {{PLN} = \frac{{MP} - {{BKG} \times \left( {1 - f} \right)}}{f}} & (2) \end{matrix}$

Equations (1) and (2) are equivalent when CN equals one, D equals PLN, and BKG equals mbc. In another embodiment, the fractional fetal DNA concentration can be assumed or set to a specified value, e.g., as part of an assumption of a minimum f being present.

The methylation level of maternal blood was taken to represent the background methylation of maternal plasma. Besides the loci that were hypermethylated or hypomethylated in maternal blood cells, we further explored the deduction approach by focusing on defined regions with clinical relevance, for instance, CpG islands in the human genome.

The mean methylation density of a total of 27,458 CpG islands (NCBI Build36/hg18) on the autosomes and chrX was derived from the sequencing data of maternal plasma and placenta. Only those with ≥10 CpG sites covered and an average read depth≥5 per covered CpG sites in all analyzed samples, including the placenta, maternal blood and maternal plasma, were selected. As a result, 26,698 CpG islands (97.2%) remained as valid and their methylation level was deduced using the plasma methylation data and the fractional fetal DNA concentration according to the above equation.

It was noticed that the distribution of deduced PLN values was lower than the actual methylation level of CpG islands in the placental tissue. Thus, in one embodiment, the deduced PLN values, or simply deduced values (D), were used as an arbitrary unit for estimating the methylation level of CpG islands in the placenta. After a transformation, the deduced values linearly and their distribution became more alike to the actual dataset. The transformed deduced values were named methylation predictive values (MPV) and subsequently used for predicting the methylation level of genetic loci in the placenta.

In this example, the CpG islands were classified into 3 categories based on their methylation densities in the placenta: Low (≤0.4), Intermediate (>0.4-<0.8) and High (≥0.8). Using the deduction equation, we calculated the MPV of the same set of CpG islands and then used the values to classify them into 3 categories with the same cutoffs. By comparing the actual and the deduced datasets, we found that 75.1% of the short-listed CpG islands could be matched correctly to the same categories in the tissue data according to their MPV. About 22% of the CpG islands were assigned to groups with 1-level difference (high versus intermediate, or intermediate versus low) and less than 3% would be completely misclassified (high versus low) (FIG. 12A). The overall classification performance was also determined: 86.1%, 31.4% and 68.8% of CpG islands with methylation densities≤0.4, >0.4-<0.8 and ≥0.8 in the placenta were deduced to be “Low”, “Intermediate” and “High” correctly (FIG. 12B).

FIGS. 11A and 11B show graphs of the performance of the predicting algorithm using maternal plasma data and fractional fetal DNA concentration according to embodiments of the present invention. FIG. 11A is a graph 1100 showing the accuracy of CpG island classification using the MPV correction classification (the deduced category matches exactly the actual dataset); 1-level difference (the deduced category is 1-level different from the actual dataset); and misclassification (the deduced category is opposite to the actual dataset). FIG. 11B is a graph 1150 showing the proportion of CpG islands classified in each deduced category.

Provided that the maternal background methylation is low in the respective genomic regions, the presence of hypermethylated placental-derived DNA in the circulation would increase the overall plasma methylation level to a degree depending on the fractional fetal DNA concentration. A marked change could be observed when the fetal DNA released is fully methylated. On the contrary, when the maternal background methylation is high, the degree of change in the plasma methylation level would become more significant if hypomethylated fetal DNA is released. Therefore, the deduction scheme may be more practical when the methylation level was deduced for genetic loci which are known to be distinct between the maternal background and the placenta, especially for those hypermethylated and hypomethylated markers in the placenta.

FIG. 12A is a table 1200 showing details of 15 selected genomic loci for methylation prediction according to embodiments of the present invention. To confirm techniques, we selected 15 differentially methylated genomic loci which had been studied previously. The methylation levels of selected regions were deduced and compared to the previously studied 15 differentially methylated genetic loci (R W K Chiu et al. 2007 Am J Pathol; 170: 941-950; S. S. C. Chim et al. 2008 Clin Chem; 54: 500-511; S S C Chim et al. 2005 Proc Natl Acad Sci USA; 102: 14753-14758; D W Y Tsui et al. 2010 PLoS One; 5: e15069).

FIG. 12B is a graph 1250 showing the deduced categories of the 15 selected genomic loci and their corresponding methylation levels in the placenta. Deduced methylation categories are: Low, ≤0.4; Intermediate, >0.4-<0.8; High, ≥0.8. Table 1200 and graph 1300 show that their methylation levels in the placenta could be deduced correctly with several exceptions: RASSF1A, CGI009, CGI137 and VAPA. Out of these 4 markers, only CGI009 showed a marked discrepancy with the actual dataset. The others were just marginally misclassified.

In table 1200, “1” refers to the deduced values (D) being calculated by the equation:

$D = \frac{{MP} - {{BKG} \times \left( {1 - f} \right)}}{f}$ where f is the fraction fetal DNA concentration. The label “2” refers to the methylation predictive values (MPV) referring to the linearly transformed deduced values using the equation: MPV=D×1.6+0.25. Label “3” refers to the classification cutoff for the deduced values: Low, ≤0.4; Inter(mediate), >0.4-<0.8; High, ≥0.8. Label “4” refers to the classification cutoff for the actual placental dataset: Low, ≤0.4; Inter(mediate), >0.4-<0.8; High, ≥0.8. Label “5” denotes that placental status refers to the methylation status of placenta relative to that of maternal blood cells.

C. Calculation of Fractional Concentrations of Fetal DNA

In one embodiment, the percentage of fetal DNA from the first tissue can use a Y chromosome for a male fetus. The proportion of chromosome Y (% chrY) sequences in a maternal plasma sample was a composite of the chromosome Y reads derived from the male fetus and the number of maternal (female) reads that were misaligned to chromosome Y (R W K Chiu et al. 2011 B M J; 342: c7401). Thus, the relationship between % chrY and the fractional fetal DNA concentration (f) in the sample can be given by: % chrY=% chrY _(male) ×f+% chrY _(female)×(1−f) where % chrY_(male) refers to a proportion of reads aligned to chromosome Y in a plasma sample containing 100% male DNA; and % chrY_(female) refers to the proportion of reads aligned to chromosome Y in a plasma sample containing 100% female DNA.

% chrY can be determined from reads that were aligned to chromosome Y with no mismatches for a sample from a female pregnant with a male fetus, e.g., where the reads are from bisulfite-converted samples. The % chrY_(male) value can be obtained from the bisulfite-sequencing of two adult male plasma samples. The % chrY_(female) value can be obtained from the bisulfate-sequencing of two non-pregnant adult female plasma samples.

In other embodiments, the fetal DNA percentage can be determined from fetal-specific alleles on an autosome. As another example, epigenetic markers may be used to determine the fetal DNA percentage. Other ways of determining the fetal DNA percentage may also be used.

D. Method of Using Methylation to Determine Copy Number

The placental genome is more hypomethylated than the maternal genome. As discussed above the methylation of the plasma of a pregnant woman is dependent on the fractional concentration of placentally-derived fetal DNA in the maternal plasma. Therefore, through the analysis of the methylation density of a chromosomal region, it is possible to detect the difference in the contribution of fetal tissues to the maternal plasma. For example, in a pregnant woman carrying a trisomic fetus (e.g. suffering from trisomy 21 or trisomy 18 or trisomy 13), the fetus would contribute an additional amount of the DNA from the trisomic chromosome to the maternal plasma when compared with the disomic chromosomes. In this situation, the plasma methylation density for the trisomic chromosome (or any chromosomal region that has an amplification) would be lower than those for the disomic chromosomes. The degree of difference can be predicted by mathematical calculation by taking into account the fractional fetal DNA concentration in the plasma sample. The higher the fractional fetal DNA concentration in the plasma sample the larger the difference in methylation density between the trisomic and disomic chromosomes would be. For regions having a deletion, the methylation density would be higher.

One example of a deletion is Turner syndrome, when a female fetus would have only one copy of chromosome X. In this situation, for a pregnant woman carrying a fetus suffering from Turner syndrome, the methylation density of chromosome X in her plasma DNA would be higher than the situation of the same pregnant woman carrying a female fetus having the normal number of chromosome X. In one embodiment of this strategy, one could first analyze maternal plasma for the presence or absence of chromosome Y sequences (e.g. using MPS or a PCR-based technique). If chromosome Y sequences are present, then the fetus can be classified as male and the following analysis would not be necessary. On the other hand, if chromosome Y sequences are absent in maternal plasma, then the fetus can be classified as female. In this situation, one can then analyze the methylation density of chromosome X in maternal plasma. A higher chromosome X methylation density than normal would indicate that the fetus has a high risk of having Turner syndrome. This approach can also be applied for the other sex chromosomal aneuploidies. For example, for a fetus affected by XYY, the methylation density for the Y chromosome in maternal plasma would be lower than that normal XY fetus having a similar level of fetal DNA in maternal plasma. As another example, for a fetus suffering from Klinefelter syndrome (XXY), chromosome Y sequences are present in maternal plasma, but the methylation density of chromosome X in maternal plasma will be lower than that of a normal XY fetus having a similar level of fetal DNA in maternal plasma.

From the previous discussion, the plasma methylation density for a disomic chromosome (MP_(Non-aneu)) can be calculated as: MP_(Non-aneu)=BKG×(1−f)+PLN×f, where BKG is the background DNA methylation level in plasma derived from blood cells and internal organs, PLN is the methylation level of placenta and f is the fractional fetal DNA concentration in maternal plasma.

The plasma methylation density for a trisomic chromosome (MP_(Aneu)) can be calculated as: MP_(Aneu)=BKG×(1−f)+PLN×f×1.5, where the 1.5 corresponds to the copy number CN and the addition of one more chromosome is a 50% increase. The difference between a trisomic and disomic chromosomes (MP_(Diff)) would be MP_(Diff)=PLN×f×0.5.

In one embodiment, a comparison of the methylation density of the potentially aneuploid chromosome (or chromosomal region) to one or more other presumed non-aneuploid chromosome(s) or the overall methylation density of the genome can be used to effectively normalize the fetal DNA concentration in the plasma sample. The comparison can be via a calculation of a parameter (e.g., involving a ratio or a difference) between the methylation densities of the two regions to obtain a normalized methylation density. The comparison can remove a dependence of the resulting methylation level (e.g., determined as a parameter from the two methylation densities).

If the methylation density of the potentially aneuploid chromosome is not normalized to the methylation density of one or more other chromosome(s), or other parameters that reflect the fractional concentration of fetal DNA, the fractional concentration would be a major factor affecting the methylation density in the plasma. For example, the plasma methylation density of chromosome 21 of a pregnant woman carrying a trisomy 21 fetus with a fractional fetal DNA concentration of 10% would be the same as that of a pregnant woman carrying a euploid fetus and the fractional fetal DNA concentration is 15%, whereas a normalized methylation density would show a difference.

In another embodiment, the methylation density of the potentially aneuploid chromosome can be normalized to the fractional fetal DNA concentration. For example, the following equation can be applied to normalize the methylation density: MP_(Normalized)=MP_(non-normalized)+(BKG−PLN)×f, where MP_(Normalized) is the methylation density normalized with the fractional fetal DNA concentration in the plasma, MP_(non-normalized) is the measured methylation density, BKG is the background methylation density from maternal blood cells or tissues, PLN is the methylation density in the placental tissues, and f is the fractional fetal DNA concentration. The methylation densities of BKG and PLN could be based on reference values previously established from maternal blood cells and placental tissues obtained from healthy pregnancies. Different genetic and epigenetic methods can be used for the determination of the fractional fetal DNA concentration in the plasma sample, for example by the measurement of the percentage of sequence reads from the chromosome Y using massively parallel sequencing or PCR on non-bisulfite-converted DNA.

In one implementation, the normalized methylation density for a potentially aneuploid chromosome can be compared to a reference group which consists of pregnant woman carrying euploid fetuses. The mean and SD of the normalized methylation density of the reference group can be determined. Then the normalized methylation density of the tested case can be expressed as a z-score which indicates the number of SDs from the mean of the reference group by:

${{z - {score}} = \frac{{MP}_{Normalized} - {Mean}}{SD}},$ where MP_(Normalized) is the normalized methylation density for the tested case, Mean is the mean of the normalized methylation density of the reference cases and SD is the standard deviation of the normalized methylation density of the reference cases. A cutoff, for example z-score<−3, can be used to classify if a chromosome is significantly hypomethylated and, hence, to determine the aneuploidy status of the sample.

In another embodiment, the MP_(Diff) can be used as the normalized methylation density. In such an embodiment, PLN can be deduced, e.g., using method 1000. In some implementations, a reference methylation density (which can be normalized using f) can be determined from a methylation level of a non-aneuploid region. For example, the Mean could be determined from one or more chromosomal regions of the same sample. The cutoff could be scaled by f, or just set to a level sufficient as long as a minimum concentration exists.

Accordingly, a comparison of a methylation level for a region to a cutoff can be accomplished in various ways. The comparison can involve a normalization (e.g., as described above), which may be performed equivalently on the methylation level or the cutoff value, depending on how the values are defined. Thus, whether the determined methylation level of a region is statistically different than a reference level (determined from same sample or other samples) can be determined in a variety of ways.

The above analysis can be applied to the analysis of chromosomal regions, which can include a whole chromosome or parts of the chromosome, including contiguous or disjoint subregions of a chromosome. In one embodiment, the potentially aneuploid chromosome can be divided into a number of bins. The bins can be of the same or different sizes. The methylation density of each bin can be normalized to the fractional concentration of the sample or to the methylation density of one or more presumed non-aneuploid chromosome(s) or the overall methylation density of the genome. The normalized methylation density of each bin can then be compared with a reference group to determine if it is significantly hypomethylated. Then the percentage of bins being significantly hypomethylated can be determined. A cutoff, for examples more than 5%, 10%, 15%, 20% or 30% of the bins being significantly hypomethylated can be used to classify the aneuploidy status of the case.

When one is testing for an amplification or a deletion, one can compare the methylation density to a reference methylation density, which may be specific for a particular region being tested. Each region may have a different reference methylation density as methylation can vary from region to region, particularly depending on the size of the regions (e.g., smaller regions will show more variation).

As mentioned above, one or more pregnant women each carrying a euploid fetus can be used to define the normal range of the methylation density for a region of interest or a difference in methylation density between two chromosomal regions. A normal range can also be determined for the PLN (e.g., by direct measurement or as deduced by method 1000). In other embodiments, a ratio between two methylation densities can be used, e.g., of a potentially aneuploid chromosome and a non-aneuploid chromosome can be used for the analysis instead of their difference. This methylation analysis approach can be combined with sequence read counting approach (R W K Chiu et al. 2008 Proc Natl Acad Sci USA; 105:20458-20463) and approaches involving size analysis of plasma DNA (US patent 2011/0276277) to determine or confirm an aneuploidy. The sequence read counting approach that is used in combination with methylation analysis can be performed either using random sequencing (R W K Chiu et al. 2008 Proc Natl Acad Sci USA; 105:20458-20463; D W Bianchi D W et al. 2012 Obstet Gynecol 119:890-901) or targeted sequencing (A B Sparks et al. 2012 Am J Obstet Gynecol 206:319.e1-9; B Zimmermann et al. 2012 Prenat Diagn 32:1233-1241; G J Liao et al. 2012 PLoS One; 7:e38154).

The use of BKG can account for variations in the background between samples. For example, one female might have different BKG methylation levels than another female, but a difference between the BKG and PLN can be used across samples in such situations. The cutoff for different chromosomal regions can be different, e.g., when a methylation density of one region of the genome differs relative to another region of the genome.

This approach can be generalized to detect any chromosomal aberrations, including deletion and amplification, in the fetal genome. In addition, the resolution of this analysis can be adjusted to the desired level, for example, the genome can be divided into 10 Mb, 5 Mb, 2 Mb, 1 Mb, 500 kb, 100 kb bins. Hence, this technology can also be used for detecting subchromosomal duplication or subchromosomal deletion. This technology would thus allow a prenatal fetal molecular karyotype to be obtained noninvasively. When used in this manner, this technology can be used in combination with the noninvasive prenatal testing methods that are based on the counting of molecules (A Srinivasan et al. 2013 Am J Hum Genet; 92:167-176; S C Y Yu et al. 2013 PLoS One 8: e60968). In other embodiments, the size of the bins need not be identical. For example, the size of the bins may be adjusted so that each bin contains an identical number of CpG dinucleotides. In this case, the physical size of the bins would be different.

The equation can be rewritten to apply to different types of chromosome aberrations as MP_(Diff)=(BKG−PLN)×f×0.5×CN. Here CN represents the number of copy number change at the affected region. CN equals to 1 for the gain of 1 copy of a chromosome, 2 for the gain of 2 copies of a chromosome and −1 for the loss of one of the two homologous chromosomes (e.g. for detecting fetal Turner syndrome in which a female fetus has lost one of the X chromosomes, leading to a XO karyotype). This equation need not be changed when the size of the bins are changed. However, the sensitivity and specificity may reduce when smaller bin size is used because a smaller number of CpG dinucleotides (or other nucleotide combinations showing differential methylation between fetal DNA and maternal DNA) would be present in smaller bins, leading to increased stochastic variation in the measurement of methylation densities. In one embodiment, the number of reads required can be determined by analyzing the coefficient of variation of the methylation density and the desired level of sensitivity.

To demonstrate the feasibility of this approach, we have analyzed the plasma samples from 9 pregnant women. In five pregnant women, each was carrying a euploid fetus and the other four were each carrying a trisomy 21 (T21) fetus. Three of the five euploid pregnancies were randomly selected to form a reference group. The remaining two euploid pregnancy cases (Eu1 and Eu2) and the four T21 cases (T21-1, T21-2, T21-3 and T21-4) were analyzed using this approach to test for a potential T21 status. The plasma DNA was bisulfate-converted and sequenced using the Illumina HiSeq2000 platform. In one embodiment, the methylation density of individual chromosomes were calculated. The difference in methylation density between chromosome 21 and the mean of the other 21 autosomes was then determined to obtain a normalized methylation density (Table 1). The mean and SD of the reference group was used for the calculation of the z-score of the six test cases.

TABLE 1 Using a cutoff of <−3 for z-score to classify a sample to be T21, the classification of all the euploid and T21 cases were correct. Eu1 Eu2 T21-1 T21-2 T21-3 T21-4 z-score for MP_(Diff) −1.48 1.09 −4.46 −5.30 −8.06 −5.69 between chr 21 and other autosomes

In another embodiment, the genome was divided into 1 Mb bins and the methylation density for each 1 Mb bin was determined. The methylation density of all the bins on the potentially aneuploid chromosome can be normalized with the median methylation density of all the bins located on the presumed non-aneuploid chromosomes. In one implementation, for each bin, the difference in methylation density from the median of the non-aneuploid bins can be calculated. The z-score can be calculated for these values using the mean and SD values of the reference group. The percentage of bins showing hypomethylation (Table 2) can be determined and compared to a cutoff percentage.

TABLE 2 Using 5% as a cutoff for the bins with significantly more hypomethylated on chromosome 21, all the cases were classified correctly for T21 status. Eu1 Eu2 T21-1 T21-2 T21-3 T21-4 Percentage of 0% 0% 33.3% 58.3% 19.4% 52.8% bins on chr 21 have a z-score of MP_(Diff) <−3

This DNA methylation-based approach for detecting fetal chromosomal or subchromosomal aberrations can be used in conjunction with those based on the counting of molecules such as by sequencing (R W K Chiu et al. 2008 Proc Natl Acad Sci USA; 105: 20458-20463) or digital PCR (Y M D Lo et al. 2007 Proc Natl Acad Sci USA; 104: 13116-13121), or the sizing of DNA molecules (US Patent Publication 2011/0276277). Such combination (e.g. DNA methylation plus molecular counting, or DNA methylation plus sizing, or DNA methylation plus molecular counting plus sizing) would have a synergistic effect which would be advantageous in a clinical setting, e.g. improving the sensitivity and/or specificity. For example, the number of DNA molecules that would need to be analyzed, e.g. by sequencing, can be reduced without adversely impacting the diagnostic accuracy. This feature would allow such tests to be done more economically. As another example, for a given number of DNA molecules analyzed, a combined approach would allow fetal chromosomal or subchromosomal aberrations to be detected at a lower fractional concentration of fetal DNA.

FIG. 13 is a flowchart of a method 1300 for detecting a chromosomal abnormality from a biological sample of an organism. The biological sample includes cell-free DNA comprising a mixture of cell-free DNA originating from a first tissue and from a second tissue. The first tissue may be from a fetus or tumor and the second tissue may be from a pregnant female or a patient.

At block 1310, a plurality of DNA molecules from the biological sample are analyzed. The analysis of a DNA molecule can include determining a location of the DNA molecule in a genome of the organism and determining whether the DNA molecule is methylated at one or more sites. The analysis can be performed by receiving sequence reads from a methylation-aware sequencing, and thus the analysis can be performed just on data previously obtained from the DNA. In other embodiments, the analysis can include the actual sequencing or other active steps of obtaining the data.

The determining of a location can include mapping the DNA molecules (e.g., via sequence reads) to respective parts of the human genome, e.g., to specific regions. In one implementation, if a read does not map to a region of interest, then the read can be ignored. At block 1320, a respective number of DNA molecules that are methylated at the site is determined for each of a plurality of sites. In one embodiment, the sites are CpG sites, and may be only certain CpG sites, as selected using one or more criteria mentioned herein. The number of DNA that are methylated is equivalent to determining the number that are unmethylated once normalization is performed using a total number of DNA molecules analyzed at a particular site, e.g., a total number of sequence reads.

At block 1330, a first methylation level of a first chromosomal region is calculated based on the respective numbers of DNA molecules methylated at sites within the first chromosomal region. The first chromosomal region can be of any size, e.g., sizes mentioned above. The methylation level can account for a total number of DNA molecules aligned to the first chromosomal region, e.g., as part of a normalization procedure.

The first chromosomal region may be of any size (e.g., a whole chromosome) and may be composed of disjointed subregions, i.e., subregions are separated from each other. Methylation levels of each subregion can be determined and the combined, e.g., as an average or median, to determine a methylation level for the first chromosomal region.

At block 1340, the first methylation level is compared to a cutoff value. The cutoff value may be a reference methylation level or be related to a reference methylation level (e.g., a specified distance from a normal level). The cutoff value may be determined from other female pregnant subjects carrying fetuses without a chromosomal abnormality for the first chromosomal region, from samples of individuals without cancer, or from loci of the organism that are known to not be associated with an aneuploidy (i.e., regions that are disomic).

In one embodiment, the cutoff value can be defined as having a difference from a reference methylation level of (BKG−PLN)×f×0.5×CN, where BKG is the background of the female (or an average or median from other subjects), f is the fractional concentration of cell-free DNA originating from the first tissue, and CN is a copy number being tested. CN is an example of a scale factor corresponding to a type of abnormality (deletion or duplication). A cutoff for a CN of 1 can be used to test all amplifications initially, and then further cutoffs can be used to determine the degree of amplification. The cutoff value can be based on a fractional concentration of cell-free DNA originating from the first tissue to determine the expected level of methylation for a locus, e.g., if no copy number aberration is present.

At block 1350, a classification of an abnormality for the first chromosomal region is determined based on the comparison. A statistically significant difference in levels can indicate increased risk of the fetus having a chromosomal abnormality. In various embodiments, the chromosomal abnormality can be trisomy 21, trisomy 18, trisomy 13, Turner syndrome, or Klinefelter syndrome. Other examples are a subchromosomal deletion, subchromosomal duplication, or DiGeorge syndrome.

V. Determination of Markers

As noted above, certain parts of the fetal genome are methylated differently than the maternal genome. These differences can be common across pregnancies. The regions of different methylation can be used to identify DNA fragments that are from the fetus.

A. Method to Determine DMRs from Placental Tissue and Maternal Tissue

The placenta has tissue-specific methylation signatures. Fetal-specific DNA methylation markers have been developed for maternal plasma detection and for noninvasive prenatal diagnostic applications based on loci that are differentially methylated between placental tissues and maternal blood cells (S S C Chim et al. 2008 Clin Chem; 54: 500-511; E A Papageorgiou et al 2009 Am J Pathol; 174: 1609-1618; and T Chu et al. 2011 PLoS One; 6: e14723). Embodiments for mining for such differentially methylated regions (DMRs) on a genome-wide basis are provided.

FIG. 14 is a flowchart of a method 1400 for identifying methylation markers by comparing a placental methylation profile to a maternal methylation profile (e.g., determined from blood cells) according to embodiments of the present invention. Method 1400 may also be used to determine markers for a tumor by comparing a tumor methylation profile to a methylation profile corresponding to healthy tissue.

At block 1410, a placental methylome and a blood methylome is obtained. The placental methylome can be determined from a placental sample, e.g., CVS or a term placenta. Methylome should be understood to possible include methylation densities of only part of a genome.

At block 1420, a region is identified that includes a specified number of sites (e.g., 5 CpG sites) and for which a sufficient number of reads have been obtained. In one embodiment, the identification began from one end of each chromosome to locate the first 500-bp region that contained at least five qualified CpG sites. A CpG site may be deemed qualified if the site was covered by at least five sequence reads.

At block 1430, a placental methylation index and a blood methylation index is calculated for each site. For example, the methylation index was calculated individually for all qualified CpG sites within each 500-bp region.

At block 1440, the methylation indices were compared between the maternal blood cells and the placental sample to determine if the sets of indices were different between each other. For example, the methylation indices were compared between the maternal blood cells and the CVS or the term placenta using, for example, the Mann-Whitney test. A P-value of, for example, ≤0.01 was considered as statistically significantly different, although other values may be used, where a lower number would reduce false positive regions.

In one embodiment, if the number of qualified CpG sites was less than five or the Mann-Whitney test was non-significant, the 500-bp region shifted downstream for 100 bp. The region continued to be shifted downstream until the Mann-Whitney test became significant for a 500-bp region. The next 500-bp region would then be considered. If the next region was found to exhibit statistical significance by the Mann-Whitney test, it would be added to the current region as long as the combined contiguous region is no larger than 1,000 bp.

At block 1450, adjacent regions that were statistically significantly different (e.g., by the Mann-Whitney test) can be merged. Note the difference is between the methylation indices for the two samples. In one embodiment, if the adjacent regions are within a specified distance (e.g., 1,000 bp) of each other and if they showed a similar methylation profile then they would be merged. In one implementation, the similarity of the methylation profile between adjacent regions can be defined using any of the following: (1) showing the same trend in the placental tissue with reference to the maternal blood cells, e.g. both regions were more methylated in the placental tissues than the blood cells; (2) with differences in methylation densities of less than 10% for the adjacent regions in the placental tissue; and (3) with differences in methylation densities of less than 10% for the adjacent regions in the maternal blood cells.

At block 1460, methylation densities of the blood methylome from maternal blood cell DNA and placental sample (e.g., CVS or term placental tissue) at the regions were calculated. The methylation densities can be determined as described herein.

At block 1470, putative DMRs where total placental methylation density and a total blood methylation density for all the sites in the region are statistically significantly different is determined. In one embodiment, all qualified CpG sites within a merged region are subjected to a χ² test. The χ² test assessed if the number of methylated cytosines as a proportion of the methylated and unmethylated cytosines among all the qualified CpG sites within the merged region was statistically significantly different between the maternal blood cells and placental tissue. In one implementation, for the χ² test, a P-value of ≤0.01 may be considered as statistically significantly different. The merged segments that showed significance by the χ² test were considered as putative DMRs.

At block 1480, loci where the methylation densities of the maternal blood cell DNA were above a high cutoff or below a low cutoff were identified. In one embodiment, loci were identified where the methylation densities of the maternal blood cell DNA were either ≤20% or ≥80%. In other embodiments, bodily fluids other than maternal blood can be used, including, but not limited to saliva, uterine or cervical lavage fluid from the female genital tract, tears, sweat, saliva, and urine.

A key to the successful development of DNA methylation markers that are fetal-specific in maternal plasma can be that the methylation status of the maternal blood cells are either as highly methylated or as unmethylated as possible. This can reduce (e.g., minimize) the chance of having maternal DNA molecules interfering with the analysis of the placenta-derived fetal DNA molecules which show an opposite methylation profile. Thus, in one embodiment, candidate DMRs were selected by further filtering. The candidate hypomethylated loci were those that showed methylation densities≤20% in the maternal blood cells and with at least 20% higher methylation densities in the placental tissues. The candidate hypermethylated loci were those that showed methylation densities≥80% in the maternal blood cells and with at least 20% lower methylation densities in the placental tissues. Other percentages may be used.

At block 1490, DMRs were then identified among the subset of loci where the placental methylation densities are significantly different from the blood methylation densities by comparing the difference to a threshold. In one embodiment, the threshold is 20%, so the methylation densities differed by at least 20% from the methylation densities of the maternal blood cells. Accordingly, a difference between placental methylation densities and blood methylation densities at each identified loci can be calculated. The difference can be a simple subtraction. In other embodiments, scaling factors and other functions can be used to determine the difference (e.g., the difference can be the result of a function applied to the simple subtraction).

In one implementation, using this method, 11,729 hypermethylated and 239,747 hypomethylated loci were identified from the first trimester placental sample. The top 100 hypermethylated loci are listed in table S2A of the appendix of U.S. application Ser. No. 13/842,209. The top 100 hypomethylated loci are listed in table S2B of the appendix of U.S. application Ser. No. 13/842,209. The tables S2A and S2B list the chromosome, the start and end location, the size of the region, the methylation density in maternal blood, the methylation density in the placenta sample, the P-values (which are all very small), and the methylation difference. The locations correspond to reference genome hg18, which can be found at hgdownload.soe.ucsc.edu/goldenPath/hg18/chromosomes.

11,920 hypermethylated and 204,768 hypomethylated loci were identified from the third trimester placental sample. The top 100 hypermethylated loci for the 3^(rd) trimester are listed in table S2C, and the top 100 hypomethylated loci are listed in table S2D. Thirty-three loci that were previously reported to be differentially methylated between maternal blood cells and first trimester placental tissues were used to validate our list of first trimester candidates. 79% of the 33 loci had been identified as DMRs using our algorithm.

FIG. 15A is a table 1500 showing a performance of DMR identification algorithm using first trimester data with reference to 33 previously reported first trimester markers. In the table, “a” indicates that loci 1 to 15 were previously described in (R W K Chiu et al. 2007 Am J Pathol; 170:941-950 and S S C Chim et al. 2008 Clin Chem; 54:500-511); loci 16 to 23 were previously described in (K C Yuen, thesis 2007, The Chinese University of Hong Kong, Hong Kong); and loci 24 to 33 were previously described in (E A Papageorgiou et al. 2009 Am J Pathol; 174:1609-1618). “b” indicates that these data were derived from the above publications. “c” indicates that methylation densities of maternal blood cells and chorionic villus sample and their differences were observed from the sequencing data generated in the present study but based on the genomic coordinates provided by the original studies. “d” indicates that data on the loci identified using embodiments of method 1400 on the bisulfite sequencing data without taking reference from the publications cited above by Chiu et al (2007), Chim et al (2008), Yuen (2007) and Papageorgiou et al (2009). The span of the loci included the previously reported genomic regions but in general spanned larger regions. “e” indicates that a candidate DMR was classified as true-positive (TP) or false-negative (FN) based on the requirement of observing >0.20 difference between the methylation densities of the corresponding genome coordinates of the DMRs in maternal blood cells and chorionic villus sample.

FIG. 15B is a table 1550 showing a performance of DMR identification algorithm using third trimester data and compared with the placenta sample obtained at delivery. “a” indicates that the same list of 33 loci as described in FIG. 17A were used. “b” indicates that as the 33 loci were previously identified from early pregnancy samples, they might not be applicable to the third trimester data. Hence, the bisulfite sequencing data generated in the present study on the term placental tissue based on the genomic coordinates provided by the original studies were reviewed. A difference of >0.20 in the methylation densities between the maternal blood cell and term placental tissue was used to determine if the loci were indeed true DMRs in the third trimester. “c” indicates that the data on the loci was identified using method 1400 on the bisulfite sequencing data without taking reference from previously cited publications by Chiu et al (2007), Chim et al (2008), Yuen (2007) and Papageorgiou et al (2009). The span of the loci included the previously reported genomic regions but in general spanned larger regions. “d” indicates that candidate DMRs that contained loci which qualified as differentially methylated in the third trimester were classified as true-positive (TP) or false-negative (FN) based on the requirement of observing >0.20 difference between the methylation densities of the corresponding genome coordinates of the DMRs in maternal blood cells and term placental tissue. For loci that did not qualify as differentially methylated in the third trimester, their absence in the DMR list or the presence of a DMR containing the loci but showing methylation difference of <0.20 was considered as true negative (TN) DMRs.

B. DMRs from the Maternal Plasma Sequencing Data

One should be able to identify placental tissue DMRs directly from the maternal plasma DNA bisulfite-sequencing data provided that the fractional fetal DNA concentration of the sample was also known. It is possible because the placenta is the predominant source of fetal DNA in maternal plasma (S S C Chim et al. 2005 Proc Natl Acad Sci USA 102, 14753-14758) and we showed in this study that the methylation status of fetal-specific DNA in maternal plasma correlated with the placental methylome.

Therefore, aspects of method 1400 may be implemented using a plasma methylome to determine a deduced placental methylome instead of using a placental sample. Thus, method 1000 and method 1400 can be combined to determine DMRs. Method 1000 can be used to determine the predicted values for the placental methylation profile and use them in method 1400. For this analysis, the example also focuses on loci that were either ≤20% or ≥80% methylated in the maternal blood cells.

In one implementation, to deduce loci that were hypermethylated in the placental tissues with respect to maternal blood cells, we sorted for loci that showed ≤20% methylation in maternal blood cells, and ≥60% methylation according to the predicted value with a difference of at least 50% between the blood cell methylation density and the predicted value. To deduce loci that were hypomethylated in the placental tissues with respect to maternal blood cells, we sorted for loci that showed ≥80% methylation in maternal blood cells, and ≤40% methylation according to the predicted value with a difference of at least 50% between the blood cell methylation density and the predicted value.

FIG. 16 is a table 1600 showing the numbers of loci predicted to be hypermethylated or hypomethylated based on direct analysis of the maternal plasma bisulfite-sequencing data. “N/A” means not applicable. “a” indicates that the search for hypermethylated loci started from the list of loci showing methylation densities <20% in the maternal blood cells. “b” indicates that the search for hypomethylated loci started from the list of loci showing methylation densities >80% in the maternal blood cells. “c” indicates that bisulfite-sequencing data from the chorionic villus sample was used for verifying the first trimester maternal plasma data, and the term placental tissue was used for verifying the third trimester maternal plasma data.

As shown in table 1600, a majority of the noninvasively deduced loci showed the expected methylation pattern in the tissues and overlapped with the DMRs mined from the tissue data and presented in the earlier section. The appendix of U.S. application Ser. No. 13/842,209 lists DMRs identified from the plasma. Table S3A lists the top 100 loci deduced to be hypermethylated from the first trimester maternal plasma bisulfate-sequencing data. Table S3B lists the top 100 loci deduced to be hypomethylated from the first trimester maternal plasma bisulfate-sequencing data. Table S3C lists the top 100 loci deduced to be hypermethylated from the third trimester maternal plasma bisulfate-sequencing data. Table S3D lists the top 100 loci deduced to be hypomethylated from the third trimester maternal plasma bisulfate-sequencing data.

C. Gestational Variation in Placental and Fetal Methylomes

The overall proportion of methylated CpGs in the CVS was 55% while it was 59% for the term placenta (table 100 of FIG. 1). More hypomethylated DMRs could be identified from CVS than the term placenta while the number of hypermethylated DMRs was similar for the two tissues. Thus, it was evident that the CVS was more hypomethylated than the term placenta. This gestational trend was also apparent in the maternal plasma data. The proportion of methylated CpGs among the fetal-specific reads was 47.0% in the first trimester maternal plasma but was 53.3% in the third trimester maternal plasma. The numbers of validated hypermethylated loci were similar in the first (1,457 loci) and third trimester (1,279 loci) maternal plasma samples but there were substantially more hypomethylated loci in the first (21,812 loci) than the third trimester (12,677 loci) samples (table 1600 of FIG. 16).

D. Use of Markers

The differentially methylated markers, or DMRs, are useful in several aspects. The presence of such markers in maternal plasma indicates and confirms the presence or fetal or placental DNA. This confirmation can be used as a quality control for noninvasive prenatal testing. DMRs can serve as generic fetal DNA markers in maternal plasma and have advantages over markers that rely on genotypic differences between the mother and fetus, such as polymorphism based markers or those based on chromosome Y. DMRs are generic fetal markers that are useful for all pregnancies. The polymorphism based markers are only applicable to the subset of pregnancies where the fetus has inherited the marker from its father and where the mother does not possess this marker in her genome. In addition, one could measure the fetal DNA concentration in a maternal plasma sample by quantifying the DNA molecules originating from those DMRs. By knowing the profile of DMRs expected for normal pregnancies, pregnancy-associated complications, particularly those involving placental tissue changes, could be detected by observing a deviation in the maternal plasma DMR profile or methylation profile from that expected for normal pregnancies. Pregnancy-associated complications that involve placental tissue changes include but are not limited to fetal chromosomal aneuploidies. Examples include trisomy 21, preeclampsia, intrauterine growth retardation and preterm labor.

E. Kits Using Markers

Embodiments can provide compositions and kits for practicing the methods described herein and other applicable methods. Kits can be used for carrying out assays for analyzing fetal DNA, e.g., cell-free fetal DNA in maternal plasma. In one embodiment, a kit can include at least one oligonucleotide useful for specific hybridization with one or more loci identified herein. A kit can also include at least one oligonucleotide useful for specific hybridization with one or more reference loci. In one embodiment, placental hypermethylated markers are measured. The test locus may be the methylated DNA in maternal plasma and the reference locus may be the methylated DNA in maternal plasma. A similar kit could be composed for analyzing tumor DNA in plasma.

In some cases, the kits may include at least two oligonucleotide primers that can be used in the amplification of at least a section of a target locus (e.g., a locus in the appendix of U.S. application Ser. No. 13/842,209) and a reference locus. Instead of or in addition to primers, a kit can include labeled probes for detecting a DNA fragment corresponding to a target locus and a reference locus. In various embodiments, one or more oligonucleotides of the kit correspond to a locus in the tables of the appendix of U.S. application Ser. No. 13/842,209. Typically, the kits also provide instruction manuals to guide users in analyzing test samples and assessing the state of physiology or pathology in a test subject.

In various embodiments, a kit for analyzing fetal DNA in a biological sample containing a mixture of fetal DNA and DNA from a female subject pregnant with a fetus is provided. The kit may comprise one or more oligonucleotides for specifically hybridizing to at least a section of a genomic region listed in tables S2A, S2B, S2C, S2D, S3A, S3B, S3C, and S3D. Thus, any number of oligonucleotides from across the tables are just from one table may be used. The oligonucleotides may act as primers, and may be organized as pairs of primers, where a pair corresponds to a particular region from the tables.

VI. Relationship of Size and Methylation Density

Plasma DNA molecules are known to exist in circulation in the form of short molecules, with the majority of molecules about 160 bp in length (Y M D Lo et al. 2010 Sci Transl Med; 2: 61ra91, Y W Zheng at al. 2012 Clin Chem; 58: 549-558). Interestingly, our data revealed a relationship between the methylation status and the size of plasma DNA molecules. Thus, plasma DNA fragment length is linked to DNA methylation level. The characteristic size profiles of plasma DNA molecules suggest that the majority are associated with mononucleosomes, possibly derived from enzymatic degradation during apoptosis.

Circulating DNA is fragmented in nature. In particular, circulating fetal DNA is shorter than maternally-derived DNA in maternal plasma samples (K C A Chan et al. 2004 Clin Chem; 50: 88-92). As paired-end alignment enables the size analysis of bisulfite-treated DNA, one could assess directly if any correlation exists between the size of plasma DNA molecules and their respective methylation levels. We explored this in the maternal plasma as well as a non-pregnant adult female control plasma sample.

Paired-end sequencing (which includes sequencing an entire molecule) for both ends of each DNA molecule was used to analyze each sample in this study. By aligning the pair of end sequences of each DNA molecule to the reference human genome and noting the genome coordinates of the extreme ends of the sequenced reads, one can determine the lengths of the sequenced DNA molecules. Plasma DNA molecules are naturally fragmented into small molecules and the sequencing libraries for plasma DNA are typically prepared without any fragmentation steps. Hence, the lengths deduced by the sequencing represented the sizes of the original plasma DNA molecules.

In a previous study, we determined the size profiles of the fetal and maternal DNA molecules in maternal plasma (Y M D Lo et al. 2010 Sci Transl Med; 2: 61ra91). We showed that the plasma DNA molecules had sizes that resembled mononucleosomes and fetal DNA molecules were shorter than the maternal ones. In this study, we have determined the relationship of the methylation status of plasma DNA molecules to their sizes.

A. Results

FIG. 17A is a plot 1700 showing size distribution of maternal plasma, non-pregnant female control plasma, placental and peripheral blood DNA. For the maternal sample and the non-pregnant female control plasma, the two bisulfite-treated plasma samples displayed the same characteristic size distribution as previously reported (Y M D Lo et al. 2010 Sci Transl Med; 2: 61ra91) with the most abundant total sequences of 166-167 bp in length and a 10-bp periodicity of DNA molecules shorter than 143 bp.

FIG. 17B is a plot 1750 of size distribution and methylation profile of maternal plasma, adult female control plasma, placental tissue and adult female control blood. For DNA molecules of the same size and containing at least one CpG site, their mean methylation density was calculated. We then plotted the relationship between the sizes of the DNA molecules and their methylation densities. Specifically, the mean methylation density was determined for each fragment length ranging from 50 bp up to 180 bp for sequenced reads covering at least 1 CpG site. Interestingly, the methylation density increased with the plasma DNA size and peaked at around 166-167 bp. This pattern, however, was not observed in the placenta and control blood DNA samples which were fragmented using an ultrasonicator system.

FIG. 18 shows plots of methylation densities and size of plasma DNA molecules. FIG. 18A is a plot 1800 for the first trimester maternal plasma. FIG. 18B is a plot 1850 for the third trimester maternal plasma. Data for all the sequenced reads that covered at least one CpG site are represented by the blue curve 1805. Data for reads that also contained a fetal-specific SNP allele are represented by the red curve 1810. Data for reads that also contained a maternal-specific SNP allele are represented by the green curve 1815.

Reads that contained a fetal-specific SNP allele were considered to have derived from fetal DNA molecules. Reads that contained a maternal-specific SNP allele were considered to have derived from maternal DNA molecules. In general, DNA molecules with high methylation densities were longer in size. This trend was present in both the fetal and maternal DNA molecules in both the first and third trimesters. The overall sizes of the fetal DNA molecules were shorter than the maternal ones as previously reported.

FIG. 19A shows a plot 1900 of methylation densities and the sizes of sequenced reads for an adult non-pregnant female. The plasma DNA sample from the adult non-pregnant female also showed the same relationship between the sizes and methylation state of the DNA molecules. On the other hand, the genomic DNA samples were fragmented by an ultrasonication step before MPS analysis. As shown in plot 1900, the data from the blood cell and placental tissue samples did not reveal the same trend. Since the fragmentation of the cells is artificial, one would expect to have no relationship of size and density. Since the naturally fragmented DNA molecules in plasma do show a dependence on size, it can be presumed that the lower methylation densities make it more likely for molecules to break into smaller fragments.

FIG. 19B is a plot 1950 showing size distribution and methylation profile of fetal-specific and maternal-specific DNA molecules in maternal plasma. Fetal-specific and maternal-specific plasma DNA molecules also exhibited the same correlation between fragment size and methylation level. Both the fragment length of placenta-derived and maternal circulating cell-free DNA increased with the methylation level. Moreover, the distribution of their methylation status did not overlap with each other, suggesting that the phenomenon exists irrespective of the original fragment length of the sources of circulating DNA molecules.

B. Method

Accordingly, a size distribution can be used to estimate a total methylation percentage of a plasma sample. This methylation measurement can then be tracked during pregnancy, during cancer monitoring, or during treatment by serial measurement of the size distributions of the plasma DNA according to the relationship shown in FIGS. 18A and 18B. The methylation measurement can also be used to look for increased or decreased release of DNA from an organ or a tissue of interest. For example, one can specifically look for DNA methylation signatures specific to a specific organ (e.g. the liver) and to measure the concentrations of these signatures in plasma. As DNA is released into plasma when cells die, an increase in levels could mean an increase in cell death or damage in that particular organ or tissue. A decrease in level from a particular organ can mean that treatment to counter damage or pathological processes in that organ is under control.

FIG. 20 is a flowchart of a method 2000 for estimating a methylation level of DNA in a biological sample of an organism according to embodiments of the present invention. The methylation level can be estimated for a particular region of a genome or the entire genome. If a specific region is desired, then DNA fragments only from that specific region may be used.

At block 2010, amounts of DNA fragments corresponding to various sizes are measured. For each size of a plurality of sizes, an amount of a plurality of DNA fragments from the biological sample corresponding to the size can be measured. For instance, the number of DNA fragments having a length of 140 bases may be measured. The amounts may be saved as a histogram. In one embodiment, a size of each of the plurality of nucleic acids from the biological sample is measured, which may be done on an individual basis (e.g., by single molecule sequencing of a whole molecule or just ends of the molecule) or on a group basis (e.g., via electrophoresis). The sizes may correspond to a range. Thus, an amount can be for DNA fragments that have a size within a particular range. When paired-end sequencing is performed, the DNA fragments (as determined by the paired sequence reads) mapping (aligning) to a particular region may be used to determine the methylation level of the region.

At block 2020, a first value of a first parameter is calculated based on the amounts of DNA fragments at multiple sizes. In one aspect, the first parameter provides a statistical measure of a size profile (e.g., a histogram) of DNA fragments in the biological sample. The parameter may be referred to as a size parameter since it is determined from the sizes of the plurality of DNA fragments.

The first parameter can be of various forms. One parameter is the percentage of DNA fragment of a particular size or range of sizes relative to all DNA fragments or relative to DNA fragments of another size or range. Such a parameter is a number of DNA fragments at a particular size divided by the total number of fragments, which may be obtained from a histogram (any data structure providing absolute or relative counts of fragments at particular sizes). As another example, a parameter could be a number of fragments at a particular size or within a particular range divided by a number of fragments of another size or range. The division can act as a normalization to account for a different number of DNA fragments being analyzed for different samples. A normalization can be accomplished by analyzing a same number of DNA fragments for each sample, which effectively provides a same result as dividing by a total number fragments analyzed. Additional examples of parameters and about size analysis can be found in U.S. patent application Ser. No. 13/789,553, which is incorporated by reference for all purposes.

At block 2030, the first size value is compared to a reference size value. The reference size value can be calculated from DNA fragments of a reference sample. To determine the reference size values, the methylation profile can be calculated and quantified for a reference sample, as well as a value of the first size parameter. Thus, when the first size value is compared to the reference size value, a methylation level can be determined.

At block 2040, the methylation level is estimated based on the comparison. In one embodiment, one can determine if the first value of the first parameter is above or below the reference size value, and thereby determine if the methylation level of the instant sample is above or below the methylation level to the reference size value. In another embodiment, the comparison is accomplished by inputting the first value into a calibration function. The calibration function can effectively compare the first value to calibration values (a set of reference size values) by identifying the point on a curve corresponding to the first value. The estimated methylation level is then provided as the output value of the calibration function.

Accordingly, one can calibrate a size parameter to a methylation level. For example, a methylation level can be measured and associated with a particular size parameter for that sample. Then data points from various samples can be fit a calibration function. In one implementation, different calibration functions can be used for different subsets of DNA. Thus, there may be some form of calibration based on prior knowledge about the relationship between methylation and size for a particular subset of DNA. For example, the calibration for fetal and maternal DNA could be different.

As shown above, the placenta is more hypomethylated when compared with maternal blood, and thus the fetal DNA is smaller due to the lower methylation. Accordingly, an average size of the fragments of a sample (or other statistical value) can be used to estimate the methylation density. As the fragment sizes can be measured using paired-end sequencing, rather than the potentially technically more complex methylation-aware sequencing, this approach would potentially be cost-effective if used clinically. This approach can be used for monitoring the methylation changes associated with the progress of pregnancy, or with pregnancy-associated disorders such as preeclampsia, preterm labor and fetal disorders (such as those caused by chromosomal or genetic abnormalities or intrauterine growth retardation).

In another embodiment, this approach can be used for detecting and monitoring cancer. For example, with the successful treatment of cancer, the methylation profile in plasma or another bodily fluid as measured using this size-based approach would change towards that of healthy individuals without cancer. Conversely, in the event that the cancer is progressing, then the methylation profile in plasma or another bodily fluid would diverge from that of healthy individuals without cancer.

In summary, the hypomethylated molecules were shorter than the hypermethylated ones in plasma. The same trend was observed in both the fetal and maternal DNA molecules. Since DNA methylation is known to influence nucleosome packing, our data suggest that perhaps the hypomethylated DNA molecules were less densely packed with histones and were therefore more susceptible to enzymatic degradation. On the other hand, the data presented in FIGS. 18A and 18B also showed that despite the fetal DNA being much more hypomethylated than the maternal reads, the size distribution of the fetal and maternal DNA does not separate from one another completely. In FIG. 19B, one can see that even for the same size category, the methylation level of fetal- and maternal-specific reads differ from one another. This observation suggests that the hypomethylated state of fetal DNA is not the only factor that accounted for its relative shortness with reference to the maternal DNA.

VII. Imprinting Status of Gene Loci

Fetal-derived DNA molecules can be detected which share the same genotype but with different epigenetic signatures as the mother in maternal plasma (L L M Poon et al. 2002 Clin Chem; 48: 35-41). To demonstrate that the sequencing approach is sensitive in picking up fetal-derived DNA molecules in maternal plasma, we applied the same strategy to detect the imprinted fetal alleles in maternal plasma sample. Two genomic imprinted regions were identified: H19 (chr11:1,977,419-1,977,821, NCBI Build36/hg18) and MEST (chr7:129,917,976-129,920,347, NCBI Build36/hg18). Both of them contain informative SNPs for differentiation between the maternal and fetal sequences. For H19, a maternally expressed gene, the mother was homozygous (A/A) and the fetus was heterozygous (A/C) for the SNP rs2071094 (chr11:1,977,740) in the region. One of the maternal A alleles was fully methylated and the other is unmethylated. In the placenta, however, the A allele was unmethylated while the paternal-inherited C allele was fully methylated. We detected two methylated reads with the C genotype, corresponding to the imprinted paternal alleles derived from the placenta, in maternal plasma.

MEST, also known as PEG1, is a paternally expressed gene. Both the mother and the fetus were heterozygous (A/G) for the SNP rs2301335 (chr7:129,920,062) within the imprinted locus. The G allele was methylated while the A allele was unmethylated in maternal blood. The methylation pattern was reversed in the placenta with the maternal A allele being methylated and the paternal G allele unmethylated. Three unmethylated G alleles, which were paternally derived, were detectable in maternal plasma. In contrast, VAV1, a non-imprinted gene locus on chromosome 19 (chr19:6,723,621-6,724,121), did not display any allelic methylation pattern in the tissue as well as in the plasma DNA samples.

Thus, methylation status can be used to determine which DNA fragments are from the fetus. For example, just detecting the A allele in maternal plasma cannot be used as a fetal marker when the mother is GA heterozygous. But if one distinguishes the methylation status of the A molecules in plasma, the methylated A molecules are fetal-specific while the unmethylated A-molecules are maternal-specific, or vice versa.

We next focused on loci that have been reported to demonstrate genomic imprinting in placental tissues. Based on the list of loci reported by Woodfine et al. (2011 Epigenetics Chromatin; 4: 1), we further sorted for those that contained SNPs within the imprinting control region. Four loci fulfilled the criteria and they were H19, KCNQ10T1, MEST and NESP.

Regarding the reads of the maternal blood cell sample for H19 and KCNQ10T1, the maternal reads were homozygous for the SNP and there were approximately equal proportions of methylated and unmethylated reads. The CVS and term placental tissue sample revealed that the fetus was heterozygous for both loci and each allele was either exclusively methylated or unmethylated, i.e. showing monoallelic methylation. In the maternal plasma samples, the paternally inherited fetal DNA molecules were detected for both loci. For H19, the paternally inherited molecules were represented by the sequenced reads that contained the fetal-specific allele and were methylated. For KCNQ10T1, the paternally inherited molecules were represented by the sequenced reads that contained the fetal-specific allele and were unmethylated.

On the other hand, the mother was heterozygous for both MEST and NESP. For MEST, both the mother and fetus were GA heterozygotes for the SNP. However, as evident from the data for the Watson strand for the maternal blood cells and placental tissue, the methylation status for the CpGs adjacent to the SNP was opposite in the mother and fetus. The A-allele was unmethylated in the mother's DNA but methylated in the fetus's DNA. For MEST, the maternal allele was methylated. Hence, one could pinpoint that the fetus had inherited the A-allele from its mother (methylated in the CVS) and the mother had inherited the A-allele from her father (unmethylated in the maternal blood cells). Interestingly, in the maternal plasma samples, all four groups of molecules could be readily distinguished, including each of the two alleles of the mother and each of the two alleles of the fetus. Thus, by combining the genotype information with the methylation status at the imprinted loci, we could readily distinguish the maternally inherited fetal DNA molecules from the background maternal DNA molecules (L L M Poon et al. 2002 Clin Chem; 48: 35-41).

This approach could be used to detect uniparental disomy. For example, if the father of this fetus is known to be homozygous for the G-allele, the failure to detect the unmethylated G-allele in maternal plasma signifies the lack of contribution of the paternal allele. In addition, under such a circumstance, when both methylated G-allele and methylated A-allele were detected in the plasma of this pregnancy, it would suggest that the fetus has heterodisomy from the mother, i.e. inheriting two different alleles from the mother with no inheritance from the father. Alternatively, if both methylated A-allele (fetal allele inherited from the mother) and unmethylated A-allele (maternal allele inherited from the maternal grandfather) were detected in maternal plasma without the unmethylated G-allele (paternal allele that should have been inherited by the fetus), it would suggest that the fetus has isodisomy from the mother, i.e. inheriting two identical alleles from the mother with no inheritance from the father.

For NESP, the mother was a GA heterozygote at the SNP while the fetus was homozygous for the G-allele. The paternal allele was methylated for NESP. In the maternal plasma samples, the paternally-inherited fetal G-alleles that were methylated could be readily distinguished from the background maternal G-alleles which were unmethylated.

VIII. Cancer/Donors

Some embodiments can be used for the detection, screening, monitoring (e.g. for relapse, remission, or response (e.g. presence or absence) to treatment), staging, classification (e.g. for aid in choosing the most appropriate treatment modality) and prognostication of cancer using methylation analysis of circulating plasma/serum DNA.

Cancer DNA is known to demonstrate aberrant DNA methylation (J G Herman et al. 2003 N Engl J Med; 349: 2042-2054). For example, the CpG island promoters of genes, e.g. tumor suppressor genes, are hypermethylated while the CpG sites in the gene body are hypomethylated when compared with non-cancer cells. Provided that the methylation profile of the cancer cells could be reflected by the methylation profile of the tumor-derived plasma DNA molecules using methods herein described, we expect that the overall methylation profile in plasma would be different between individuals with cancer when compared with those healthy individuals without cancer or when compared with those whose cancer had been cured. The types of differences in the methylation profile could be in terms of quantitative differences in the methylation densities of the genome and/or methylation densities of segments of the genomes. For example, due to the general hypomethylated nature of DNA from cancer tissues (Gama-Sosa M A et al. 1983 Nucleic Acids Res; 11: 6883-6894), reduction in methylation densities in the plasma methylome or segments of the genome would be observed in plasma of cancer patients.

Qualitative changes in the methylation profile should also be reflected among the plasma methylome data. For example, plasma DNA molecules originating from genes that are hypermethylated only in cancer cells would show hypermethylation in plasma of a cancer patient when compared with plasma DNA molecules originating from the same genes but in a sample of a healthy control. Because aberrant methylation occurs in most cancers, the methods herein described could be applied to the detection of all forms of malignancies with aberrant methylation, for example, malignancies in, but not limited to, the lung, breast, colorectum, prostate, nasopharynx, stomach, testes, skin, nervous system, bone, ovary, liver, hematologic tissues, pancreas, uterus, kidney, bladder, lymphoid tissues, etc. The malignancies may be of a variety of histological subtypes, for example, carcinomas, adenocarcinomas, sarcomas, fibroadenocarcinoma, neuroendocrine, and undifferentiated, etc.

On the other hand, we expect that tumor-derived DNA molecules can be distinguished from the background non-tumor-derived DNA molecules because the overall short size profile of tumor-derived DNA is accentuated for DNA molecules originating from loci with tumor-associated aberrant hypomethylation which would have an additional effect on the size of the DNA molecule. Also, tumor-derived plasma DNA molecules can be distinguished from the background non-tumor-derived plasma DNA molecules using multiple characteristic features that are associated with tumor DNA, including but not limited to single nucleotide variants, copy number gains and losses, translocations, inversions, aberrant hyper- or hypo-methylation and size profiling. As all of these changes could occur independently, the combined use of these features may provide additive advantage for the sensitive and specific detection of cancer DNA in plasma.

A. Size and Cancer

The size of tumor-derived DNA molecules in plasma also resemble the sizes of mononucleosomal units and are shorter than the background non-tumor-derived DNA molecules, which co-exists in plasma of cancer patients. Size parameters have been shown to be correlated with cancer, as described in U.S. patent application Ser. No. 13/789,553, which is incorporated by reference for all purposes.

Since both fetal-derived and maternal-derived DNA in plasma showed a relationship between the size and methylation status of the molecule, tumor-derived DNA molecules are expected to exhibit the same trend. For example, the hypomethylated molecules would be shorter than the hypermethylated molecules in the plasma of cancer patients or in subjects screened for cancer.

B. Methylation Densities of Different Tissues in a Cancer Patient

In this example, we analyzed the plasma and tissue samples of a hepatocellular carcinoma (HCC) patient. Blood samples were collected from the HCC patient before and at 1 week after surgical resection of the tumor. Plasma and buffy coat were harvested after centrifugation of the blood samples. The resected tumor and the adjacent non-tumor liver tissue were collected. The DNA samples extracted from the plasma and tissue samples were analyzed using massively parallel sequencing with and without prior bisulfite treatment. The plasma DNA from four healthy individuals without cancer was also analyzed as controls. The bisulfite treatment of a DNA sample would convert the unmethylated cytosine residues to uracil. In the downstream polymerase chain reaction and sequencing, these uracil residues would behave as thymidine. On the other hand, the bisulfite treatment would not convert the methylated cytosine residues to uracil. After massively parallel sequencing, the sequencing reads were analyzed by the Methy-Pipe (P Jiang, et al. Methy-Pipe: An integrated bioinformatics data analysis pipeline for whole genome methylome analysis, paper presented at the IEEE International Conference on Bioinformatics and Biomedicine Workshops, Hong Kong, 18 to 21 Dec. 2010), to determine the methylation status of the cytosine residues at all CG dinucleotide positions, i.e CpG sites.

FIG. 21A is a table 2100 showing the methylation densities of the pre-operative plasma and the tissue samples of an HCC patient. The CpG methylation density for the regions of interest (e.g. CpG sites, promoter, or repeat regions etc.) refers to the proportion of reads showing CpG methylation over the total number of reads covering genomic CpG dinucleotides. The methylation densities of the buffy coat and the non-tumoral liver tissue are similar. The overall methylation density of the tumor tissue, based on data from all autosomes, was 25% lower than those of the buffy coat and the non-tumoral liver tissue. The hypomethylation was consistent across each individual chromosome. The methylation density of the plasma was between the values of the non-malignant tissues and the cancer tissues. This observation is consistent with the fact that both cancer and non-cancer tissues would contribute to the circulating DNA of a cancer patient. It has been shown that the hematopoietic system is the main source of the circulating DNA in individuals without an active malignant condition (Y Y N Lui, et al. 2002 Clin Chem; 48: 421-7). We therefore also analyzed plasma samples obtained from four healthy controls. The number of sequence reads and the sequencing depth achieved per sample are shown in table 2150 of FIG. 21B.

FIG. 22 is a table 2200 showing the methylation densities in the autosomes ranged from 71.2% to 72.5% in the plasma samples of the healthy controls. These data showed the expected level of DNA methylation in plasma samples obtained from individuals without a source of tumor DNA. In a cancer patient, the tumor-tissue would also release DNA into the circulation (K C A Chan et al. 2013 Clin Chem; 59: 211-224); R J Leary et al. 2012 Sci Transl Med; 4: 162ra154). Due to the hypomethylated nature of the HCC tumor, the presence of both tumor- and non-tumor-derived DNA in the pre-operative plasma of the patient resulted in a reduction in the methylation density when compared with plasma levels of healthy controls. In fact, the methylation density of the pre-operative plasma sample was between the methylation densities of the tumor tissue and the plasma of the healthy controls. The reason is because the methylation level of the plasma DNA of cancer patients would be influenced by the degree of aberrant methylation, hypomethylation in this case, of the tumor tissue and the fractional concentration of the tumor-derived DNA in the circulation. A lower methylation density of the tumor tissue and a higher fractional concentration of tumor-derived DNA in the circulation would lead to a lower methylation density of the plasma DNA in a cancer patient. Most tumors are reported to show global hypomethylation (J G Herman et al. 2003 N Engl J Med; 349: 2042-2054; M A Gama-Sosa et al. 1983 Nucleic Acids Res; 11: 6883-6894). Thus, the current observations seen in the HCC samples should also be applicable to other types of tumors.

In one embodiment, the methylation density of the plasma DNA can be used to determine the fractional concentration of tumor-derived DNA in a plasma/serum sample when the methylation level of the tumor tissue is known. The methylation level, e.g. methylation density, of the tumor tissue can be obtained if the tumor sample is available or a biopsy of the tumor is available. In another embodiment, the information regarding the methylation level of the tumor tissue can be obtained from survey of the methylation level in a group of tumors of a similar type and this information (e.g. a mean level or a median level) is applied to the patient to be analyzed using the technology described in this invention. The methylation level of the tumor tissue can be determined by the analysis of the tumor tissue of the patient or inferred from the analysis of the tumor tissues of other patients with the same or a similar cancer type. The methylation of tumor tissues can be determined using a range of methylation-aware platforms, including but not limited to massively parallel sequencing, single molecular sequencing, microarray (e.g. oligonucleotide arrays), or mass spectrometry (such as the Epityper, Sequenom, Inc., analysis). In some embodiments, such analyses may be preceded by procedures that are sensitive to the methylation status of DNA molecules, including, but not limited to, cytosine immunoprecipitation and methylation-aware restriction enzyme digestion. When the methylation level of a tumor is known, the fractional concentration of tumor DNA in the plasma of cancer patients could be calculated after plasma methylome analysis.

The relationship between the plasma methylation level, P, with the fractional tumor DNA concentration, f, and the tumor tissue methylation level, TUM, can be described as: P=BKG×(1−f)+TUM×f, where BKG is the background DNA methylation level in plasma derived from blood cells and other internal organs. For example, the overall methylation density of all autosomes was shown to be 42.9% in the tumor biopsy tissue obtained from this HCC patient, i.e. the TUM value for this case. The mean methylation density of the plasma samples from the four healthy controls was 71.6%, i.e. the BKG value of this case. The plasma methylation density for the pre-operative plasma was 59.7%. Using these values, f is estimated to be 41.5%.

In another embodiment, the methylation level of the tumor tissue can be estimated noninvasively based on the plasma methylome data when the fractional concentration of the tumor-derived DNA in the plasma sample is known. The fractional concentration of the tumor-derived DNA in the plasma sample can be determined by other genetic analysis, for example the genomewide analysis of allelic loss (GAAL) and the analysis of single nucleotide mutations as previously described (U.S. patent application Ser. No. 13/308,473; K C A Chan et al. 2013 Clin Chem; 59: 211-24). The calculation is based on the same relationship described above except that in this embodiment, the value off is known and the value of TUM becomes the unknown. The deduction can be performed for the whole genome or for parts of the genome, similar to the data observed for the context of determining the placental tissue methylation level from maternal plasma data.

In another embodiment, one can use the inter-bin variation or profile in the methylation densities to differentiate subjects with cancer and those without cancer. The resolution of the methylation analysis can be further increased by dividing the genome into bins of a particular size, e.g., 1 Mb. In such an embodiment, the methylation density of each 1 Mb bin was calculated for the collected samples, e.g., buffy coat, the resected HCC tissue, the non-tumoral liver tissue adjacent to the tumor and the plasma collected before and after tumor resection. In another embodiment, the bin sizes do not need to be kept constant. In one implementation, the number of CpG sites is kept constant within each bin while the bin itself can vary in size.

FIGS. 23A and 23B show methylation density of buffy coat, tumor tissue, non-tumoral liver tissue, the pre-operative plasma and post-operative plasma of the HCC patient. FIG. 23A is a plot 2300 of results for chromosome 1. FIGS. FIG. 23B is a plot 2350 of results for chromosome 2.

For most of the 1 Mb windows, the methylation densities for the buffy coat and the non-tumoral liver tissue adjacent to the tumor were similar whereas those of the tumor tissues were lower. The methylation densities of the pre-operative plasma lie between those of the tumor and the non-malignant tissues. The methylation densities of the interrogated genomic regions in the tumor tissues could be deduced using the methylation data of the pre-operative plasma and the fractional tumor DNA concentration. The method is same as described above using the methylation density values of all the autosomes. The deduction of the tumor methylation described can also be performed using this higher resolution methylation data of the plasma DNA. Other bin sizes, such as 300 kb, 500 kb, 2 Mb, 3 Mb, 5 Mb or more than 5 Mb can also be used. In one embodiment, the bin sizes do not need to be kept constant. In one implementation, the number of CpG sites is kept constant within each bin while the bin itself can vary in size.

C. Comparison of Plasma Methylation Density between the Cancer Patient and Healthy Individuals

As shown in 2100, the methylation densities of the pre-operative plasma DNA were lower than those of the non-malignant tissues in the cancer patient. This is likely to result from the presence of DNA from the tumor tissue which was hypomethylated. This lower plasma DNA methylation density can potentially be used as a biomarker for the detection and monitoring of cancer. For cancer monitoring, if a cancer is progressing, then there will be an increased amount of cancer-derived DNA in plasma with time. In this example, an increased amount of circulating cancer-derived DNA in plasma will lead to a further reduction in the plasma DNA methylation density on a genomewide level.

Conversely, if a cancer responds to treatment, then the amount of cancer-derived DNA in plasma will decrease with time. In this example, a decrease in the amount of cancer-derived DNA in plasma will lead to an increase in the plasma DNA methylation density. For example, if a lung cancer patient with epidermal growth factor receptor mutation has been treated with a targeted therapy, e.g. tyrosine kinase inhibition, then an increase in plasma DNA methylation density would signify a response. Subsequently, the emergence of a tumor clone resistant to tyrosine kinase inhibition would be associated with a decrease in plasma DNA methylation density which would indicate a relapse.

Plasma methylation density measurements can be performed serially and the rate of change of such measurements can be calculated and used to predict or correlate with clinical progression or remission or prognosis. For selected genomic loci which are hypermethylated in cancer tissues but hypomethylated in normal tissues, e.g. the promoter regions of a number of tumor suppressor genes, the relationship between cancer progression and favorable response to treatment will be opposite to the patterns described above.

To demonstrate the feasibility of this approach, we compared the DNA methylation densities of plasma samples collected from the cancer patient before and after surgical removal of the tumor with plasma DNA obtained from four healthy control subjects.

Table 2200 shows the DNA methylation densities of each autosome and the combined values of all autosomes of the pre-operative and post-operative plasma samples of the cancer patient and that of the four healthy control subjects. For all chromosomes, the methylation densities of the pre-operative plasma DNA sample were lower than those of the post-operative sample and the plasma samples from the four healthy subjects. The difference in the plasma DNA methylation densities between the pre-operative and post-operative samples provided supportive evidence that the lower methylation densities in the pre-operative plasma sample were due to the presence of DNA from the HCC tumor.

The reversal of the DNA methylation densities in the post-operative plasma sample to levels similar to the plasma samples of the healthy controls suggested that much of the tumor-derived DNA had disappeared due to the surgical removal of the source, i.e. the tumor. These data suggest that the methylation density of the pre-operative plasma as determined using data available from a large genomic regions, such as all autosomes or individual chromosomes, was of a lower methylation level than that of the healthy controls to allow the identification, i.e. diagnosis or screening, of the test case as having cancer.

The data of the pre-operative plasma also showed much lower methylation level than that of the post-operative plasma indicating that the plasma methylation level could also be used to monitor the tumor load, hence to prognosticate and monitor the progress of cancer in the patient. Reference values can be determined from plasma of healthy controls or persons at-risk for the cancer but currently without cancer. Persons at risk for HCC include those with chronic hepatitis B or hepatitis C infection, those with hemochromatosis, and those with liver cirrhosis.

Plasma methylation density values beyond, for example lower than, a defined cutoff based on the reference values can be used to assess if a nonpregnant person's plasma has tumor DNA or not. To detect the presence of hypomethylated circulating tumor DNA, the cutoff can be defined as lower than the 5^(th) or 1^(st) percentiles of the values of the control population, or based on a number of standard deviations, for example, 2 or 3 standard deviations (SDs), below the mean methylation density values of the controls, or based on determining a multiple of the median (MoM). For hypermethylated tumor DNA, the cutoff can be defined as higher than the 95^(th) or 99^(th) percentile of the values of the control population, or based on a number of standard deviations, for example, 2 or 3 SDs, above the mean methylation density values of the controls, or based on determining a multiple of the median (MoM). In one embodiment, the control population is matched in age to the test subject. The age matching does not need to be exact and can be performed in age bands (e.g. 30 to 40 years, for a test subject of 35 years).

We next compared the methylation densities of 1 Mb bins between the plasma samples of the cancer patient and the four control subjects. For illustration purpose, the results of chromosome 1 are shown.

FIG. 24A is a plot 2400 showing the methylation densities of the pre-operative plasma from the HCC patient. FIG. 24B is a plot 2450 showing the methylation densities of the post-operative plasma from the HCC patient. The blue dots represent the results of the control subjects, the red dots represent the results of the plasma sample of the HCC patient.

As shown in FIG. 24A, the methylation densities of the pre-operative plasma from the HCC patient were lower than those of the control subjects for most of the bins. Similar patterns were observed for other chromosomes. As shown in FIG. 24B, the methylation densities of the post-operative plasma from the HCC patient were similar to those of the control subjects for most of the bins. Similar patterns were observed for other chromosomes.

To assess if a tested subject is having cancer, the result of the tested subject would be compared to the values of a reference group. In one embodiment, the reference group can comprise of a number of healthy subjects. In another embodiment, the reference group can comprise of subjects with non-malignant conditions, for example, chronic hepatitis B infection or cirrhosis. The difference in the methylation densities between the tested subject and the reference group can then be quantified.

In one embodiment, a reference range can be derived from the values of the control group. Then deviations in the result of the tested subject from the upper or lower limits of the reference group can be used to determine if the subject has a tumor. This quantity would be affected by the fractional concentration of tumor-derived DNA in the plasma and the difference in the level of methylation between malignant and non-malignant tissues. Higher fractional concentration of tumor-derived DNA in plasma would lead to larger methylation density differences between the test plasma sample and the controls. A larger degree of difference in the methylation level of the malignant and non-malignant tissues is also associated with larger methylation density differences between the test plasma sample and the controls. In yet another embodiment, different reference groups are chosen for test subjects of different age ranges.

In another embodiment, the mean and SD of the methylation densities of the four control subjects were calculated for each 1 Mb bin. Then for corresponding bins, the difference between the methylation densities of the HCC patient and the mean value of the control subjects was calculated. In one embodiment, this difference was then divided by the SD of the corresponding bin to determine the z-score. In other words, the z-score represents the difference in methylation densities between the test and control plasma samples expressed as a number of SDs from the mean of the control subjects. A z-score>3 of a bin indicates that the plasma DNA of the HCC patient is more hypermethylated than the control subjects by more than 3 SDs in that bin whereas a z-score of <−3 in a bin indicates that the plasma DNA of the HCC patient is more hypomethylated than the control subjects by more than 3 SDs in that bin.

FIGS. 25A and 25B show z-scores of the plasma DNA methylation densities for the pre-operative (plot 2500) and post-operative (plot 2550) plasma samples of the HCC patient using the plasma methylome data of the four healthy control subjects as reference for chromosome 1. Each dot represents the result of one 1 Mb bin. The black dots represent the bins with z-score between −3 and 3. Red dots represent bins with z-score <−3.

FIG. 26A is a table 2600 showing data for z-scores for pre-operative and post-operative plasma. Most of the bins on chromosome 1 (80.9%) in the pre-operative plasma sample had a z-score of <−3 indicating that the pre-operative plasma DNA of the HCC patient was significantly more hypomethylated than that of the control subjects. On the contrary, the number of red dots decreased substantially in the post-operative plasma sample (8.3% of the bins on chromosome 1) suggesting that most of the tumor DNA had been removed from the circulation due to surgical resection of the source of circulating tumor DNA.

FIG. 26B is a Circos plot 2620 showing the z-score of the plasma DNA methylation densities for the pre-operative and post-operative plasma samples of the HCC patient using the four healthy control subjects as reference for 1 Mb bins analyzed from all autosomes. The outermost ring shows the ideograms of the human autosomes. The middle ring shows the data for the pre-operative plasma sample. The innermost ring shows that data for the post-operative plasma sample. Each dot represents the result of one 1 Mb bin. The black dots represent the bins with z-scores between −3 and 3. The red dots represent bins with z-scores <−3. The green dots represent bins with z-scores >3.

FIG. 26C is a table 2640 showing a distribution of the z-scores of the 1 Mb bins for the whole genome in both the pre-operative and post-operative plasma samples of the HCC patient. The results indicate that the pre-operative plasma DNA of the HCC patient was more hypomethylated than that of the controls for the majority of regions (85.2% of the 1 Mb bins) in the whole genome. On the contrary, majority of the regions (93.5% of the 1 Mb bins) in the post-operative plasma sample showed no significant hypermethylation or hypomethylation compared with controls. These data indicate that much of the tumor DNA, mainly hypomethylated in nature for this HCC, was no longer present in the post-operative plasma sample. In one embodiment, the number, percentage or proportion of bins with z-scores <−3 can be used to indicate if a cancer is present. For example, as shown in table 2640, 2330 of the 2734 bins analyzed (85.2%) showed z-scores <−3 in the pre-operative plasma while only 171 of the 2734 analyzed bins (6.3%) showed z-scores <−3 in the post-operative plasma. The data indicated that the tumor DNA load in the pre-operative plasma was much higher than in the post-operative plasma.

The cutoff values of the number of bins may be determined using statistical methods. For example, approximately 0.15% of the bins would be expected to have a z-score of <−3 based on a normal distribution. Therefore, the cutoff number of bins can be 0.15% of the total number of bins being analyzed. In other words, if a plasma sample from a nonpregnant individual shows more than 0.15% of bins with z-scores <−3, there is a source of hypomethylated DNA in plasma, namely cancer. For example, 0.15% of the 2734 1 Mb bins that we have analyzed in this example is about 4 bins. Using this value as a cutoff, both the pre-operative and post-operative plasma samples contained hypomethylated tumor-derived DNA, though the amount is much more in the pre-operative plasma sample than the post-operative plasma sample. For the four healthy control subjects, none of the bins showed significant hypermethylation or hypomethylation. Other cutoff values (e.g., 1.1%) can be used and can vary depending of the requirement of the assay being used. As other examples, the cutoff percentage can vary based on the statistical distribution, as well as the sensitivity desired and an acceptable specificity.

In another embodiment, the cutoff number can be determined by receiver operator characteristic (ROC) curve analysis by analyzing a number of cancer patients and individuals without cancer. To further validate the specificity of this approach, a plasma sample from a patient seeking medical consultation for a non-malignant condition (C06) was analyzed. 1.1% of the bins had a z-score of <−3. In one embodiment, different thresholds can be used to classify different levels of disease status. A lower percentage threshold can be used to differentiate healthy status from benign conditions and a higher percentage threshold to differentiate benign conditions from malignancies.

The diagnostic performance for plasma hypomethylation analysis using massively parallel sequencing appears to be superior than that obtained using polymerase chain reaction (PCR)-based amplification of specific classes of repetitive elements, e.g. long interspersed nuclear element-1 (LINE-1) (P Tangkijvanich et al. 2007 Clin Chim Acta; 379:127-133). One possible explanation for this observation is that while hypomethylation is pervasive in the tumor genome, it does have some degree of heterogeneity from one genomic region to the next.

In fact, we observed that the mean plasma methylation densities of the reference subjects varied across the genome (FIG. 56). Each red dot in FIG. 56 shows the mean methylation density of one 1 Mb bin among 32 healthy subjects. The plot shows all 1 Mb bins analyzed across the genome. The number within each box represents the chromosome number. We observed that the mean methylation densities varied from bin to bin.

A simple PCR-based assay would not be able to take account of such region-to-region heterogeneity into its diagnostic algorithm. Such heterogeneity would broaden the range of methylation densities observed among the healthy individuals. A greater magnitude of reduction in the methylation density would then be needed for a sample to be considered as showing hypomethylation. This would result in a reduction of the test sensitivity.

In contrast, a massively parallel sequencing-based approach divides the genome into 1 Mb bins (or other sized bin) and measures the methylation densities for such bins individually. This approach reduces the impact of the variations in the baseline methylation densities across different genomic regions as each region is compared between a test sample and the controls. Indeed, within the same bin, the inter-individual variation across the 32 healthy controls was relatively small. 95% of the bins had a coefficient of variation (CV) across the 32 healthy controls of ≤1.8%. Yet, to further enhance the sensitivity for the detection of cancer-associated hypomethylation, the comparison can be performed across multiple genomic regions. The sensitivity would be enhanced by testing multiple genomic regions because it would safeguard against the effect of biological variation when the cancer sample happens to not demonstrate hypomethylation for a particular region when just one region is tested.

The approach of comparing the methylation densities of equivalent genomic regions between controls and test samples (e.g., testing each genomic region separately, and then possibly combing such results) and perform this comparison for multiple genomic regions has a higher signal-to-noise ratio for the detection of hypomethylation associated with cancer. This massively parallel sequencing approach is shown by way of illustration. Other methodologies that could determine the methylation densities of multiple genomic regions and allow the comparison of methylation densities of corresponding regions between controls and test samples would be predicted to achieve similar effect. For example, hybridization probes or molecular inversion probes that could target plasma DNA molecules originating from specific genomic regions as well as determine a methylation level of the region could be designed to achieve the desired effect.

In yet another embodiment, the sum of the z-scores for all the bins can be used to determine if cancer is present or used for the monitoring of the serial changes of the level of plasma DNA methylation. Due to the overall hypomethylated nature of tumor DNA, the sum of z-scores would be lower in plasma collected from an individual with cancer than healthy controls. The sum of z-scores for the pre- and post-operative plasma sample of the HCC patient were −49843.8 and −3132.13, respectively.

In other embodiments, other methods can be used to survey the methylation level of plasma DNA. For example, the proportion of methylated cytosine residues over the total content of cytosine residues can be determined using mass spectrometry (M L Chen et al. 2013 Clin Chem; 59: 824-832) or massively parallel sequencing. However, as most of the cytosine residues are not in the CpG dinucleotide context, the proportion of methylated cytosine among total cytosine residues would be relatively small when compared to methylation levels estimated in the context of CpG dinucleotides. We determined the methylation level of the tissue and plasma samples obtained from the HCC patient as well as the four plasma samples obtained from the healthy controls. The methylation levels were measured in the context of CpGs, any cytosines, in CHG and CHH contexts using the genome-wide massively parallel sequencing data. H refers to adenine, thymine or cytosine residues.

FIG. 26D is a table 2660 showing the methylation levels of the tumor tissue and pre-operative plasma sample overlapping with some of the control plasma samples when using the CHH and CHG contexts. The methylation levels of the tumor tissue and pre-operative plasma sample were consistently lower when compared with the buffy coat, non-tumor liver tissue, post-operative plasma sample and healthy control plasma samples in both among the CpGs and unspecified cytosines. However, the data based on the methylated CpGs, i.e. methylation densities, showed a wider dynamic range than the data based on the methylated cytosines.

In other embodiments, the methylation status of the plasma DNA can be determined by methods using antibodies against methylated cytosine, for example, methylated DNA immunoprecipitation (MeDIP). However, the precision of these methods are expected to be inferior to sequencing-based methods because of the variability in antibody binding. In yet another embodiment, the level of 5-hydroxymethylcytosine in plasma DNA can be determined. In this regard, a reduction in the level of 5-hydroxymethylcytosine has been found to be an epigenetic feature of certain cancer, e.g. melanoma (C G Lian, et al. 2012 Cell; 150: 1135-1146).

In addition to HCC, we also investigated if this approach could be applied to other types of cancers. We analyzed the plasma samples from 2 patients with adenocarcinoma of the lung (CL1 and CL2), 2 patients with nasopharyngeal carcinoma (NPC1 and NPC2), 2 patients with colorectal cancer (CRC1 and CRC2), 1 patient with metastatic neuroendocrine tumor (NE1) and 1 patient with metastatic smooth muscle sarcoma (SMS1). The plasma DNA of these subjects was bisulfite-converted and sequenced using the Illumina HiSeq2000 platform for 50 bp at one end. The four healthy control subjects mentioned above were used as a reference group for the analysis of these 8 patients. 50 bp of the sequence reads at one end were used. The whole genome was divided into 1 Mb bins. The mean and SD of methylation density were calculated for each bin using the data from the reference group. Then the results of the 8 cancer patients were expressed as z-scores which represent the number of SDs from the mean of the reference group. A positive value indicates that the methylation density of the test case is lower than the mean of the reference group, and vice versa. The number of sequence reads and the sequencing depth achieved per sample are shown in table 2780 of FIG. 27I.

FIG. 27A-H show Circos plots of methylation density of 8 cancer patients according to embodiments of the present invention. Each dot represents the result of a 1 Mb bin. The black dots represent the bins with z-scores between −3 and 3. The red dots represent bins with z-scores<−3. The green dots represent bins with z-scores>3. The interval between two consecutive lines represents a z-score difference of 20.

Significant hypomethylation was observed in multiple regions across the genomes for patients with most types of cancers, including lung cancer, nasopharyngeal carcinoma, colorectal cancer and metastatic neuroendocrine tumor. Interestingly, in addition to hypomethylation, significant hypermethylation was observed in multiple regions across the genome in the case with metastatic smooth muscle sarcoma. The embryonic origin of the smooth muscle sarcoma is the mesoderm whereas the embryonic origin of the other types of cancers in the remaining 7 patients is the ectoderm. Therefore, it is possible that the DNA methylation pattern of sarcoma may be different from that of carcinoma.

As can be seen from this case, the methylation pattern of plasma DNA can also be useful for differentiating different types of cancer, which in this example is a differentiation of carcinoma and sarcoma. These data also suggest that the approach could be used to detect aberrant hypermethylation associated with the malignancy. For all these 8 cases, only plasma samples were available and no tumor tissue had been analyzed. This showed that even without the prior methylation profile or methylation levels of the tumor tissue, tumor-derived DNA can be readily detected in plasma using the methods described.

FIG. 27J is a table 2790 is a table showing a distribution of the z-scores of the 1 Mb bins for the whole genome in plasma of patients with different malignancies. The percentages of bins with z-score <−3, −3 to 3 and >3 are shown for each case. More than 5% of the bins had a z-score of <−3 for all the cases. Therefore, if we use a cutoff of 5% of the bins being significantly hypomethylated for classifying a sample being positive for cancer, then all of these cases would be classified as positive for cancer. Our results show that hypomethylation is likely to be a general phenomenon for different types of cancers and the plasma methylome analysis would be useful for detecting different types of cancers.

D. Method

FIG. 28 is a flowchart of method 2800 of analyzing a biological sample of an organism to determine a classification of a level of cancer according to embodiments of the present invention. The biological sample includes DNA originating from normal cells and may potentially include DNA from cells associated with cancer. At least some of the DNA may be cell-free in the biological sample.

At block 2810, a plurality of DNA molecules from the biological sample are analyzed. The analysis of a DNA molecule can include determining a location of the DNA molecule in a genome of the organism and determining whether the DNA molecule is methylated at one or more sites. The analysis can be performed by receiving sequence reads from a methylation-aware sequencing, and thus the analysis can be performed just on data previously obtained from the DNA. In other embodiments, the analysis can include the actual sequencing or other active steps of obtaining the data.

At block 2820, a respective number of DNA molecules that are methylated at the site is determined for each of a plurality of sites. In one embodiment, the sites are CpG sites, and may be only certain CpG sites, as selected using one or more criteria mentioned herein. The number of DNA molecules that are methylated is equivalent to determining the number that are unmethylated once normalization is performed using a total number of DNA molecules analyzed at a particular site, e.g., a total number of sequence reads. For example, an increase in the CpG methylation density of a region is equivalent to a decrease in the density of unmethylated CpGs of the same region.

At block 2830, a first methylation level is calculated based on the respective numbers of DNA molecules methylated at the plurality of sites. The first methylation level can correspond to a methylation density that is determined based on the number of DNA molecules corresponding to the plurality of sites. The sites can correspond to a plurality of loci or just one locus.

At block 2840, the first methylation level is compared to a first cutoff value. The first cutoff value may be a reference methylation level or be related to a reference methylation level (e.g., a specified distance from a normal level). The reference methylation level may be determined from samples of individuals without cancer or from loci or the organism that are known to not be associated with a cancer of the organism. The first cutoff value may be established from a reference methylation level determined from a previous biological sample of the organism obtained previous to the biological sample being tested.

In one embodiment, the first cutoff value is a specified distance (e.g., a specified number of standard deviations) from a reference methylation level established from a biological sample obtained from a healthy organism. The comparison can be performed by determining a difference between the first methylation level and a reference methylation level, and then comparing the difference to a threshold corresponding to the first cutoff value (e.g., to determine if the methylation level is statistically different than the reference methylation level).

At block 2850, a classification of a level of cancer is determined based on the comparison. Examples of a level of cancer includes whether the subject has cancer or a premalignant condition, or an increased likelihood of developing cancer. In one embodiment, the first cutoff value may be determined from a previously obtained sample from the subject (e.g., a reference methylation level may be determined from the previous sample).

In some embodiments, the first methylation level can correspond to a number of regions whose methylation levels exceed a threshold value. For example, a plurality of regions of a genome of the organism can be identified. The regions can be identified using criteria mentioned herein, e.g., of certain lengths or certain number of sites. One or more sites (e.g., CpG sites) can be identified within each of the regions. A region methylation level can be calculated for each region. The first methylation level is for a first region. Each of the region methylation levels is compared to a respective region cutoff value, which may be the same or vary among regions. The region cutoff value for the first region is the first cutoff value. The respective region cutoff values can be a specified amount (e.g., 0.5) from a reference methylation level, thereby counting only regions that have a significant difference from a reference, which may be determined from non-cancer subjects.

A first number of regions whose region methylation level exceeds the respective region cutoff value can be determined, and compared to a threshold value to determine the classification. In one implementation, the threshold value is a percentage. Comparing the first number to a threshold value can include dividing the first number of regions by a second number of regions (e.g., all of the regions) before comparing to the threshold value, e.g., as part of a normalization process.

As described above, a fractional concentration of tumor DNA in the biological sample can be used to calculate the first cutoff value. The fractional concentration can simply be estimated to be greater than a minimum value, whereas a sample with a fractional concentration lower than the minimum value can be flagged, e.g., as not being suitable for analysis. The minimum value can be determined based on an expected difference in methylation levels for a tumor relative to a reference methylation level. For example, if a difference is 0.5 (e.g., as used as a cutoff value), then a certain tumor concentration would be required to be high enough to see this difference.

Specific techniques from method 1300 can be applied for method 2800. In method 1300, copy number variations can be determined for a tumor (e.g., where the first chromosomal region of a tumor can be tested for having a copy number change relative to a second chromosomal region of the tumor). Thus, method 1300 can presume that a tumor exists. In method 2800, a sample can be tested for whether there is an indication of any tumor to exist at all, regardless of any copy number characteristics. Some techniques of the two methods can be similar. However, the cutoff values and methylation parameters (e.g., normalized methylation levels) for method 2800 can detect a statistical difference from a reference methylation level for non-cancer DNA as opposed to a difference from a reference methylation level for a mixture of cancer DNA and non-cancer DNA with some regions possibly having copy number variations. Thus, the reference values for method 2800 can be determined from samples without cancer, such as from organisms without cancer or from non-cancer tissue of the same patient (e.g., plasma taken previously or from contemporaneously acquired samples that are known to not have cancer, which may be determined from cellular DNA).

E. Prediction of the Minimal Fractional Concentration of Tumor DNA to be Detected using Plasma DNA Methylation Analysis

One way to measure the sensitivity of the approach to detect cancer using the methylation level of plasma DNA is related to the minimal fractional tumor-derived DNA concentration that is required to reveal a change in plasma DNA methylation level when compared with those of controls. The test sensitivity is also dependent on the extent of difference in DNA methylation between the tumor tissue and baseline plasma DNA methylation levels in healthy controls or blood cell DNA. Blood cells are the predominant source of DNA in plasma of healthy individuals. The larger the difference, the easier the cancer patients can be discriminated from the non-cancer individuals and would be reflected as a lower detection limit of tumor-derived in plasma and a higher clinical sensitivity in detecting the cancer patients. In addition, the variations in the plasma DNA methylation in the healthy subjects or in subjects with different ages (G Hannum et al. 2013 Mol Cell; 49: 359-367) would also affect the sensitivity of detecting the methylation changes associated with the presence of a cancer. A smaller variation in the plasma DNA methylation in the healthy subjects would make the detection of the change caused by the presence of a small amount of cancer-derived DNA easier.

FIG. 29A is a plot 2900 showing the distribution of the methylation densities in reference subjects assuming that this distribution follows a normal distribution. This analysis is based on each plasma sample only providing one methylation density value, for example, the methylation density of all autosomes or of a particular chromosome. It illustrates how the specificity of the analysis would be affected. In one embodiment, a cutoff of 3 SDs below the mean DNA methylation density of the reference subjects is used to determine if a tested sample is significantly more hypomethylated than samples from the reference subjects. When this cutoff is used, it is expected that approximately 0.15% of non-cancer subjects would have false-positive results of being classified as having cancer resulting in a specificity of 99.85%.

FIG. 29B is a plot 2950 showing the distributions of methylation densities in reference subjects and cancer patients. The cutoff value is 3 SDs below the mean of the methylation densities of the reference subjects. If the mean of methylation densities of the cancer patients is 2 SDs below the cutoff value (i.e. 5 SDs below the mean of the reference subjects), 97.5% of the cancer subjects would be expected to have a methylation density below the cutoff value. In other words, the expected sensitivity would be 97.5% if one methylation density value is provided for each subject, for example when the total methylation density of the whole genome, of all autosomes or a particular chromosome is analyzed. The difference between the mean methylation densities of the two populations is affected by two factors, namely the degree of difference in the methylation level between cancer and non-cancer tissues and the fractional concentration of tumor-derived DNA in the plasma sample. The higher the values of these two parameters, the higher the difference in value of the methylation densities of these two populations would be. In addition, the lower is the SD of the distributions of methylation densities of the two populations, the lesser is the overlapping of the distributions of the methylation densities of the two populations.

Here we use a hypothetical example to illustrate this concept. Let's assume that the methylation density of the tumor tissue is approximately 0.45 and that of the plasma DNA of the healthy subjects is approximately 0.7. These assumed values are similar to those obtained from our HCC patient where the overall methylation density of the autosomes is 42.9% and the mean methylation density of the autosomes for the plasma samples from healthy controls was 71.6%. Assuming that the CV of measuring the plasma DNA methylation density for the whole genome is 1%, the cutoff value would be 0.7×(100%−3×1%)=0.679. To achieve a sensitivity of 97.5%, the mean methylation density of the plasma DNA for the cancer patients need to be approximately 0.679−0.7×(2×1%)=0.665. Let f represents the fractional concentration of tumor-derived DNA in the plasma sample. Then f can be calculated as (0.7−0.45)×f=0.7−0.665. Therefore, f is approximately 14%. From this calculation, it is estimated that the minimal fractional concentration that can be detected in the plasma is 14% so as to achieve a diagnostic sensitivity of 97.5% if the total methylation density of the whole genome is used as the diagnostic parameter.

Next we performed this analysis on the data obtained from the HCC patient. For this illustration, only one methylation density measurement based on the value estimated from all autosomes was made for each sample. The mean methylation density was 71.6% among the plasma samples obtained from the healthy subjects. The SD of the methylation densities of these four samples was 0.631%. Therefore, the cutoff value for plasma methylation density would need to be 71.6%−3×0.631%=69.7% to reach a z-score <−3 and a specificity of 99.85%. To achieve a sensitivity of a 97.5%, the mean plasma methylation density of the cancer patients would need to be 2 SDs below the cutoff, i.e. 68.4%. Since the methylation density of the tumor tissue was 42.9% and using the formula: P=BKG×(1−f)+TUM×f, f would need to be at least 11.1%.

In another embodiment, the methylation densities of different genomic regions can be analyzed separately, e.g., as shown in FIG. 25A or 26B. In other words, multiple measurements of the methylation level were made for each sample. As shown below, significant hypomethylation could be detected at much lower fractional tumor DNA concentration in plasma and thus the diagnostic performance of the plasma DNA methylation analysis for cancer detection would be enhanced. The number of genomic regions showing a significant deviation in methylation densities from the reference population can be counted. Then the number of genomic regions can be compared to a cutoff value to determine if there is an overall significant hypomethylation of plasma DNA across the population of genomic regions surveyed, for example, the 1 Mb bins of the whole genome. The cutoff value can be established by the analysis of a group of reference subjects without a cancer or derived mathematically, for example, according to normal distribution function.

FIG. 30 is a plot 3000 showing the distribution of methylation densities of the plasma DNA of healthy subjects and cancer patients. The methylation density of each 1 Mb bin is compared with the corresponding values of the reference group. The percentage of bins showing significant hypomethylation (3 SDs below the mean of the reference group) was determined. A cutoff of 10% being significantly hypomethylated was used to determine if tumor-derived DNA is present in the plasma sample. Other cutoff values such as 5%, 15%, 20%, 25%, 30%, 35%, 40%, 45%, 50%, 60%, 70%, 80% or 90% can also be used according to the desired sensitivity and specificity of the test.

For example, to classify a sample as containing tumor-derived DNA, we can use 10% of the 1 Mb bins showing significant hypomethylation (z-score<−3) as a cutoff. If there are more than 10% of the bins being significantly more hypomethylated than the reference group, then the sample is classified as positive for the cancer test. For each 1 Mb bin, a cutoff of 3 SDs below the mean methylation density of the reference group is used to define a sample as significantly more hypomethylated. For each of the 1 Mb bins, if the mean plasma DNA methylation density of the cancer patients is 1.72 SDs lower than the mean plasma DNA methylation densities of the reference subjects, then there is a 10% chance that the methylation density value of any particular bin of a cancer patient would be lower than the cutoff (i.e. z-score<−3) and gives a positive result. Then, if we look at all the 1 Mb bins for the whole genome, then approximately 10% of the bins would be expected to show positive results of having significantly lower methylation densities (i.e. z-scores<−3). Assuming that the overall methylation density of the plasma DNA of the healthy subjects is approximately 0.7 and the coefficient of variation (CV) of measuring the plasma DNA methylation density for each 1 Mb bin is 1%, the mean methylation density of the plasma DNA of the cancer patients would need to be 0.7×(100%−1.72×1%)=0.68796. Let fbe the fractional concentration of tumor-derived DNA in plasma so as to achieve this mean plasma DNA methylation density. Assuming that the methylation density of the tumor tissue is 0.45, then f can be calculated using the equation ( M _(P) _(ref) −M _(tumor))×f=M _(P) _(ref) −M _(P) _(cancer) where M _(P) _(ref) represents the mean methylation density of plasma DNA in the reference individuals; M_(tumor) represents the methylation density of the tumor tissue in the cancer patient; and M _(P) _(cancer) represents the mean methylation density of plasma DNA in the cancer patients.

Using this equation, (0.7−0.45)×f=0.7−0.68796. Thus, the minimal fractional concentration can be detected using this approach would be deduced as 4.8%. The sensitivity can be further enhanced by decreasing the cutoff percentage of bins being significantly more hypomethylated, for example, from 10% to 5%.

As shown in the above example, the sensitivity of this method is determined by the degree of difference in methylation level between cancer and non-cancer tissues, for example, blood cells. In one embodiment, only the chromosomal regions which show a large difference in methylation densities between the plasma DNA of the non-cancer subjects and the tumor tissue are selected. In one embodiment, only regions with a difference in methylation density of >0.5 are selected. In other embodiments a difference of 0.4, 0.6, 0.7, 0.8 or 0.9 can be used for selecting the suitable regions. In yet another embodiments, the physical size of the genomic regions is not fixed. Instead, the genomic regions are defined, for example, based on a fixed read depth or a fixed number of CpG sites. The methylation levels at a multiple of these genomic regions are assessed for each sample.

FIG. 31 is a graph 3100 showing the distribution of the differences in methylation densities between the mean of the plasma DNA of healthy subjects and the tumor tissue of the HCC patient. A positive value signifies that the methylation density is higher in the plasma DNA of the healthy subjects and a negative value signifies that the methylation density is higher in the tumor tissue.

In one embodiment, the bins with the greatest difference between the methylation density of the cancer and non-cancer tissues can be selected, for example, those with a difference of >0.5, regardless of whether the tumor is hypomethylated or hypermethylated for these bins. The detection limit of fractional concentration of tumor-derived DNA in plasma can be lowered by focusing on these bins because of the greater differences between the distributions of the plasma DNA methylation levels between cancer and non-cancer subjects given the same fractional concentration of tumor-derived DNA in the plasma. For example, if only bins with differences>0.5 are used and a cutoff of 10% of the bins being significantly more hypomethylated is adopted to determine if a tested individual has a cancer, the minimal fractional concentration (f) of tumor derived DNA detected can be calculated using the following equation: (M _(P) _(ref) M_(tumor))×f=M _(P) _(ref) −M _(P) _(cancer) , where M _(P) _(ref) represents the mean methylation density of plasma DNA in the reference individuals; M_(tumor) represents the methylation density of the tumor tissue in the cancer patient; and M _(cancer) represents the mean methylation density of plasma DNA in the cancer patients.

While the difference in methylation density between the plasma of the reference subjects and the tumor tissues is at least 0.5. Then, we have 0.5×f=0.7−0.68796 and f=2.4%. Therefore, by focusing on bins with a higher difference in methylation density between cancer and non-cancer tissues, the lower limit of fractional tumor-derived DNA can be lowered from 4.8% to 2.4%. The information regarding which bins would show larger degrees of methylation differences between cancer and non-cancer tissues, for example, blood cells, could be determined from tumor tissues of the same organ or same histological type obtained from other individuals.

In another embodiment, a parameter can be derived from the methylation density of the plasma DNA of all bins and taking into account the difference in methylation densities between cancer and non-cancer tissues. Bins with greater difference can be given a heavier weight. In one embodiment, the difference in methylation density between cancer and non-cancer tissue of each bin can directly be used as the weight if the particular bin in calculating the final parameter.

In yet another embodiment, different types of cancer may have different patterns of methylation in the tumor tissue. A cancer-specific weight profile can be derived from the degree of methylation of the specific type of cancer.

In yet another embodiment, the inter-bin relationship of methylation density can be determined in subjects with and without cancer. In FIG. 8, we can observe that in a small number of bins, the tumor tissues were more methylated than the plasma DNA of the reference subjects. Thus, the bins with the most extreme values of difference, e.g. difference>0.5 and difference<0, can be selected. The ratio of the methylation density of these bins can then be used to indicate if the tested individual has cancer. In other embodiments, the difference and quotient of the methylation density of different bins can be used as parameters for indicating the inter-bin relationship.

We further assessed the detection sensitivity of the approach to detect or assess tumor using the methylation densities of multiple genomic regions as illustrated by the data obtained from the HCC patient. First, we mixed reads from the pre-operative plasma with those obtained from the plasma samples of the healthy controls to simulate plasma samples that contained fractional tumor DNA concentration that ranged from 20% to 0.5%. We then scored the percentage of 1 Mb bins (out of 2,734 bins in the whole genome) with methylation densities equivalent to z-scores <−3. When the fractional tumor DNA concentration in plasma was 20%, 80.0% of the bins showed significant hypomethylation. The corresponding data for fractional tumor DNA concentration in plasma of 10%, 5%, 2%, 1% and 0.5% were 67.6%, 49.7%, 18.9%, 3.8% and 0.77% of the bins showing hypomethylation, respectively. Since the theoretical limit of the number of bins showing z-scores<−3 in the control samples is 0.15%, our data show that there were still more bins (0.77%) beyond the theoretical cutoff limit even when the tumor fractional concentration was just 0.5%.

FIG. 32A is a table 3200 showing the effect of reducing the sequencing depth when the plasma sample contained 5% or 2% tumor DNA. A high proportion of bins (>0.15%) showing significant hypomethylation could still be detected when the mean sequencing depth was just 0.022 times the haploid genome.

FIG. 32B is a graph 3250 showing the methylation densities of the repeat elements and non-repeat regions in the plasma of the four healthy control subjects, the buffy coat, the normal liver tissue, the tumor tissue, the pre-operative plasma and the post-operative plasma samples of the HCC patient. It can be observed that the repeat elements were more methylated (higher methylation density) than the non-repeat regions in both cancer and non-cancer tissues. However, the difference in methylation between repeat elements and non-repeat regions was bigger in the non-cancer tissues and the plasma DNA of the healthy subjects when compared with the tumor tissues.

As a result, the plasma DNA of the cancer patient had a larger reduction in methylation density at the repeat elements than in the non-repeat regions. The difference in plasma DNA methylation density between the mean of the four healthy controls and the HCC patient was 0.163 and 0.088 for the repeat elements and the non-repeat regions, respectively. The data on the pre-operative and post-operative plasma samples also showed that the dynamic range in the change in methylation density was larger in the repeat than the non-repeat regions. In one embodiment, the plasma DNA methylation density of the repeat elements can be used for determining if a patient is affected by cancer or for the monitoring of disease progression.

As discussed above, the variation in methylation densities in the plasma of the reference subjects would also affect the accuracy of differentiating cancer patients from non-cancer individuals. The tighter the distribution of methylation densities (i.e. smaller standard deviation), the more accurate it would be to differentiate cancer and non-cancer subjects. In another embodiment, the coefficient of variation (CV) of the methylation densities of the 1 Mb bins can be used as a criterion for selecting the bins with low variability of plasma DNA methylation densities in the reference group. For example, only bins with CV<1% are selected. Other values, for example 0.5%, 0.75%, 1.25% and 1.5% can also be used as criteria for selecting the bins with low variability in methylation density. In yet another embodiment, the selection criteria can include both the CV of the bin and the difference in methylation density between cancer and non-cancer tissues.

The methylation density can also be used to estimate the fractional concentration of tumor-derived DNA in a plasma sample when the methylation density of the tumor tissue is known. This information can be obtained by the analysis of the tumor of the patient or from the survey of the tumors from a number of patients having the same type of cancer. As discussed above, the plasma methylation density (P) can be expressed using the following equation: P=BKG×(1−f)+TUM×f where BKG is the background methylation density from the blood cells and other organs, TUM is the methylation density in the tumor tissue, and f is the fractional concentration of tumor-derived DNA in the plasma sample. This can be rewritten as:

$f = {\frac{{BKG} - P}{{BKG} - {TUM}}.}$

The values of BKG can be determined by analyzing the patient's plasma sample at a time point that the cancer is not present or from the survey of a reference group of individuals without cancer. Therefore, after measuring the plasma methylation density, f can be determined.

F. Combination with other Methods

Methylation analysis approaches described herein can be used in combination with other methods that are based on the genetic changes of tumor-derived DNA in plasma. Examples of such methods include the analysis for cancer-associated chromosomal aberrations (K C A Chan et al. 2013 Clin Chem; 59:211-224; R J Leary et al. 2012 Sci Transl Med; 4:162ra154) and cancer-associated single nucleotide variations in plasma (K C A Chan et al. 2013 Clin Chem; 59:211-224). There are advantages of the methylation analysis approach over those genetic approaches.

As shown in FIG. 21A, the hypomethylation of the tumor DNA is a global phenomenon involving regions distributed across almost the entire genome. Therefore, the DNA fragments from all chromosomal regions would be informative regarding the potential contribution of the tumor-derived hypomethylated DNA to the plasma/serum DNA in the patient. In contrast, chromosomal aberrations (either amplification or deletion of a chromosomal region) are only present in some chromosomal regions and the DNA fragments from the regions without a chromosome aberration in the tumor tissue would not be informative in the analysis (K C A Chan et al. 2013 Clin Chem; 59: 211-224). Similarly only a few thousand of single nucleotide alterations are observed in each cancer genome (K C A Chan et al. 2013 Clin Chem; 59: 211-224). DNA fragments that do not overlap with these single nucleotide changes would not be informative in determining if tumor-derived DNA is present in the plasma. Therefore, this methylation analysis approach is potentially more cost-effective than those genetic approaches for detecting cancer-associated changes in the circulation.

In one embodiment, the cost-effectiveness of plasma DNA methylation analysis can further be enhanced by enriching for DNA fragments from the most informative regions, for example regions with highest differential methylation difference between cancer and non-cancer tissues. Examples for the methods of enriching for these regions include the use of hybridization probes (e.g. Nimblegen SeqCap system and Agilent SureSelect Target Enrichment system), PCR amplification and solid phase hybridization.

G. Tissue-Specific Analysis/Donors

Tumor-derived cells invade and metastasize to adjacent or distant organs. The invaded tissues or metastatic foci contribute DNA into plasma as a result of cell death. By analyzing the methylation profile of DNA in the plasma of cancer patients and detecting the presence of tissue-specific methylation signatures, one could detect the types of tissues that are involved in the disease process. This approach provides a noninvasive anatomic scan of the tissues involved in the cancerous process to aid in the identification of the organs involved as the primary and metastatic sites. Monitoring the relative concentrations of the methylation signatures of the involved organs in plasma would also allow one to assess the tumor burden of those organs and determine if the cancer process in that organ is deteriorating or improving or had been cured. For example, if a gene X is specifically methylated in the liver. Then, metastatic involvement of the liver by a cancer (e.g. colorectal cancer) will be expected to increase the concentration of methylated sequences from gene X in the plasma. There would also be another sequence or groups of sequences with similar methylation characteristics as gene X. One could then combine the results from such sequences. Similar considerations are applicable to other tissues, e.g. the brain, bones, lungs and kidneys, etc.

On the other hand, DNA from different organs is known to exhibit tissue-specific methylation signatures (B W Futscher et al. 2002 Nat Genet; 31:175-179; S S C Chim et al. 2008 Clin Chem; 54: 500-511). Thus, methylation profiling in plasma can be used for elucidating the contribution of tissues from various organs into plasma. The elucidation of such contribution can be used for assessing organ damage, as plasma DNA is believed to be released when cells die. For example, liver pathology such as hepatitis (e.g. by viruses, autoimmune processes, etc) or hepatoxicity (e.g. drug overdose (such as by paracetamol) or toxins (such as alcohol) caused by drugs is associated with liver cell damage and will be expected to be associated with increased level of liver-derived DNA in plasma. For example, if a gene X is specifically methylated in the liver. Then, liver pathology will be expected to increase the concentration of methylated sequences from gene X in the plasma. Conversely, if a gene Y is specifically hypomethylated in the liver. Then, liver pathology will be expected to decrease the concentration of methylated sequences from gene Y in the plasma. In yet other embodiment, gene X or Y can be replaced by any genomic sequences that may not be a gene and that exhibit differential methylation in different tissues within the body.

Techniques described herein could also be applied to the assessment of donor-derived DNA in the plasma of organ transplantation recipients (Y M D Lo et al. 1998 Lancet; 351:1329-1330). Polymorphic differences between the donor and recipient had been used to distinguish the donor-derived DNA from the recipient-derived DNA in plasma (Y W Zheng et al. 2012 Clin Chem; 58: 549-558). We propose that tissue-specific methylation signatures of the transplanted organ could also be used as a method to detect the donor's DNA in the recipient's plasma.

By monitoring the concentration of the donor's DNA, one could noninvasively assess the status of the transplanted organ. For example, transplant rejection is associated with higher rate of cell death and hence the concentration of the donor's DNA in the recipient's plasma (or serum), as reflected by the methylation signature of the transplanted organ, would be increased when compared with the time when the patient is in stable condition or when compared to other stable transplant recipients or healthy controls without transplantation. Similar to what has been described for cancer, the donor-derived DNA could be identified in the plasma of transplantation recipients by detecting for all or some of the characteristic features, including polymorphic differences, shorter size DNA for the transplanted solid organs (Y W Zheng et al. 2012 Clin Chem; 58: 549-558) and tissue-specific methylation profile.

H. Normalizing Methylation Based on Size

As described above and by Lun et al (F M F Lun et al. Clin. Chem. 2013; doi:10.1373/clinchem.2013.212274), the methylation density (e.g., of plasma DNA) is correlated with the size of the DNA fragments. The distribution of methylation densities for shorter plasma DNA fragments was significantly lower than that for longer fragments. We propose that some non-cancer conditions (e.g., systemic lupus erythematosus (SLE)) with abnormal fragmentation patterns of plasma DNA may exhibit an apparent hypomethylation of plasma DNA due to the presence of more abundant short plasma DNA fragments, which are less methylated. In other words, the size distribution of plasma DNA can be a confounding factor for the methylation density for plasma DNA.

FIG. 34A shows a size distribution of plasma DNA in the SLE patient SLE04. The size distributions of nine healthy control subjects are shown as dotted grey lines and that for SLE04 is shown as a black solid line. Short plasma DNA fragments were more abundant in SLE04 than in the nine healthy control subjects. As shorter DNA fragments are generally less methylated, this size distribution pattern may confound the methylation analysis for plasma DNA and lead to more apparent hypomethylation.

In some embodiments, a measured methylation level can be normalized to reduce the confounding effect of size distribution on plasma DNA methylation analysis. For example, a size of DNA molecules at the plurality of sites can be measured. In various implementations, the measurement can provide a specific size (e.g., length) to a DNA molecule or simply determine that the size falls within a specific range, which can also correspond to a size. The normalized methylation level can then be compared to a cutoff value. There are several ways to perform the normalization to reduce the confounding effect of size distribution on plasma DNA methylation analysis.

In one embodiment, size fractionation of DNA (e.g., plasma DNA) can be performed. The size fractionation can ensure that DNA fragments of a similar size are used to determine the methylation level in a manner consistent with the cutoff value. As part of the size fractionation, DNA fragments having a first size (e.g., a first range of lengths) can be selected, where the first cutoff value corresponds to the first size. The normalization can be achieved by calculating the methylation level using only the selected DNA fragments.

The size fractionation can be achieved in various ways, e.g., either by physical separation of different sized DNA molecules (e.g. by electrophoresis or microfluidics-based technologies, or centrifugation-based technologies) or by in silico analysis. For in silico analysis, in one embodiment, one can perform paired-end massively parallel sequencing of the plasma DNA molecules. One can then deduce the size of the sequenced molecules by comparison with the location of each of two ends of a plasma DNA molecule to a reference human genome. Then, one can perform subsequent analysis by the selection of sequenced DNA molecules that match one or more size selection criteria (e.g., the criteria of the size being within a specified range). Thus, in one embodiment, the methylation density can be analyzed for fragments with a similar size (e.g., within a specified range). The cutoff value (e.g., in block 2840 of method 2800) can be determined based on fragments within the same size range. For instance, methylation levels can be determined from samples that are known to have cancer or not have cancer, and the cutoff values can be determined from these methylation levels.

In another embodiment, a functional relationship between methylation density and size of circulating DNA can be determined. The functional relationship can be defined by data point or coefficients of a function. The functional relationship can provide scaling values corresponding to respective sizes (e.g., shorter sizes can have corresponding increases to the methylation). In various implementations, the scaling value can be between 0 and 1 or greater than 1.

The normalization can be made based on an average size. For example, an average size corresponding to DNA molecules used to calculate the first methylation level can be computed, and the first methylation level can be multiplied by the corresponding scaling value (i.e., corresponding to the average size). As another example, the methylation density of each DNA molecule can be normalized according to the size of the DNA molecule and relationship between DNA size and methylation.

In another implementation, the normalization can be done on a per molecule basis. For example, a respective size of a DNA molecule at a particular site can be obtained (e.g., as described above), and a scaling value corresponding to the respective size can be identified from the functional relationship. For a non-normalized calculation, each molecule would be counted equally in determining a methylation index at the site. For the normalized calculation, the contribution of a molecule to the methylation index can be weighted by the scaling factor that corresponds to the size of the molecule.

FIGS. 34B and 34C show methylation analysis for plasma DNA from a SLE patient SLE04 (FIG. 34B) and a HCC patient TBR36 (FIG. 34C). The outer circles show the Z_(meth) results for plasma DNA without in silico size fractionation. The inner circles show the Z_(meth) results for plasma DNA of 130 bp or longer. For the SLE patient SLE04, 84% of the bins showed hypomethylation without in silico size fractionation. The percentage of the bins showing hypomethylation was reduced to 15% when only fragments of 130 bp or longer were analyzed. For the HCC patient TBR36, 98.5% and 98.6% of bins showed hypomethylation for plasma DNA with and without in silico size fractionation, respectively. These results suggest that in silico size fractionation can effectively reduce the false-positive hypomethylation results related to increased fragmentation of plasma DNA, e.g., in patients with SLE or in other inflammatory conditions.

In one embodiment, the results for the analyses with and without size fractionation can be compared to indicate if there is any confounding effect of size on the methylation results. Thus, in addition or instead of normalization, the calculation of a methylation level at a particular size can be used to determine whether there is a likelihood of a false positive when the percentage of bins above a cutoff value differs with and without size fractionation, or whether just a particular methylation level differs. For example, the presence of a significant difference between the results for samples with and without size fractionation can be used to indicate the possibility of a false-positive result due to an abnormal fragmentation pattern. The threshold for determining if the difference is significant can be established via the analysis of a cohort of cancer patients and a cohort of non-cancer control subjects.

I. Analysis for Genomewide CpG Islands Hypermethylation in Plasma

In addition to general hypomethylation, hypermethylation of CpG islands is also commonly observed in cancers (S B Baylin et al. 2011 Nat Rev Cancer; 11: 726-734; P A Jones et al. 2007, Cell; 128: 683-692; M Esteller et al. 2007 Nat Rev Genet 2007; 8: 286-298; M Ehrlich et al. 2002 Oncogene 2002; 21: 5400-5413). In this section, we describe the use of genomewide analysis for CpG island hypermethylation for the detection and monitoring of cancers.

FIG. 35 is a flowchart of a method 3500 determining a classification of a level of cancer based on hypermethylation of CpG islands according to embodiments of the present invention. The plurality of sites of method 2800 can include CpG sites, wherein the CpG sites are organized into a plurality of CpG islands, each CpG island including one or more CpG sites. Methylation levels for each CpG island can be used to determine the classification of the level of cancer.

At block 3510, CpG islands to be analyzed are identified. In this analysis, as an example, we first defined a set of CpG islands to be analyzed, which are characterized with relatively low methylation densities in the plasma of the healthy reference subjects. In one aspect, the variation of the methylation densities in the reference group can be relatively small so as to allow detection of cancer-associated hypermethylation more easily. In one embodiment, the CpG islands have a mean methylation density of less than a first percentage in a reference group, and a coefficient of variation for the methylation density in the reference group is less than a second percentage.

As an example, for illustration purpose, the following criteria are used for the identification of the useful CpG islands:

i. The mean methylation density for the CpG island in the reference group (e.g. healthy subjects)<5%

ii. The coefficient of variation for the analysis of methylation density in plasma for the reference group (e.g. healthy subjects)<30%.

These parameters can be adjusted for a specific application. From our dataset, 454 CpG islands in the genome fulfilled these criteria.

At block 3520, the methylation density is calculated for each CpG island. The methylation densities can be determined, as described herein.

At block 3530, it is determined whether each of the CpG islands is hypermethylated. For example, for the analysis for CpG island hypermethylation of a tested case, the methylation density of each CpG island was compared with corresponding data of a reference group. The methylation density (an example of a methylation level) can be compared to one or more cutoff values to determine whether a particular island is hypermethylated.

In one embodiment, a first cutoff value can correspond to a mean of methylation densities for the reference group plus a specified percentage. Another cutoff value can correspond to the mean of methylation densities for the reference group plus a specified number of standard deviations. In one implementation, a z-score (Z_(meth)) was calculated and compared to cutoff values. As an example, a CpG island in a test subject (e.g. a subject being screened for cancer) was regarded as significantly hypermethylated if it fulfilled the following criteria:

i. its methylation density was higher than the mean of the reference group by 2%, and

ii. Z_(meth)>3

These parameters can also be adjusted for a specific application.

At block 3540, the methylation densities (e.g., as z-scores) of the hypermethylated CpG islands are used to determine a cumulative score. For example, after the identification of all the significantly hypermethylated CpG islands, a score involving a sum of z-scores or functions of z-scores of all of the hypermethylated CpG islands can be calculated. An example of a score is a cumulative probability (CP) score, as is described in another section. The cumulative probability score uses Z_(meth) to determine the probability of having such an observation by chance according to a probability distribution (e.g., Student's t probability distribution with 3 degree of freedom).

At block 3550, the cumulative score is compared to a cumulative threshold to determine a classification of a level of cancer. For example, if the total hypermethylation in the identified CpG islands is large enough, then the organism can be identified as having cancer. In one embodiment, the cumulative threshold corresponds to a highest cumulative score from the reference group.

IX. Methylation and CNA

As mentioned above, methylation analysis approaches described herein can be used in combination with other methods that are based on the genetic changes of tumor-derived DNA in plasma. Examples of such methods include the analysis for cancer-associated chromosomal aberrations (K C A Chan et al. 2013 Clin Chem; 59: 211-224; R J Leary et al. 2012 Sci Transl Med; 4: 162ra154). Aspects of copy number aberrations (CNA) are described in U.S. patent application Ser. No. 13/308,473.

A. CNA

Copy number aberrations can be detected by counting DNA fragments that align to a particular part of the genome, normalizing the count, and comparing the count to a cutoff value. In various embodiments, the normalization can be performed by a count of DNA fragments aligned to another haplotype of the same part of the genome (relative haplotype dosage (RHDO)) or by a count of DNA fragments aligned to another part of the genome.

The RHDO method relies on using heterozygous loci. Embodiments described in this section can also be used for loci that are homozygous by comparing two regions and not two haplotypes of the same region, and thus are non-haplotype specific. In a relative chromosomal region dosage method, the number of fragments from one chromosomal region (e.g., as determined by counting the sequence reads aligned to that region) is compared to an expected value (which may be from a reference chromosome region or from the same region in another sample that is known to be healthy). In this manner, a fragment would be counted for a chromosomal region regardless of which haplotype the sequenced tag is from. Thus, sequence reads that contain no heterozygous loci could still be used. To perform the comparison, an embodiment can normalize the tag count before the comparison. Each region is defined by at least two loci (which are separated from each other), and fragments at these loci can be used to obtain a collective value about the region.

A normalized value for the sequenced reads (tags) for a particular region can be calculated by dividing the number of sequenced reads aligning to that region by the total number of sequenced reads alignable to the whole genome. This normalized tag count allows results from one sample to be compared to the results of another sample. For example, the normalized value can be the proportion (e.g., percentage or fraction) of sequenced reads expected to be from the particular region, as is stated above. In other embodiments, other methods for normalization are possible. For example, one can normalize by dividing the number of counts for one region by the number of counts for a reference region (in the case above, the reference region is just the whole genome). This normalized tag count can then be compared against a threshold value, which may be determined from one or more reference samples not exhibiting cancer.

The normalized tag count of the tested case would then be compared with the normalized tag count of one or more reference subjects, e.g. those without cancer. In one embodiment, the comparison is made by calculating the z-score of the case for the particular chromosomal region. The z-score can be calculated using the following equation: z-score=(normalized tag count of the case−mean)/SD, where “mean” is the mean normalized tag count aligning to the particular chromosomal region for the reference samples; and SD is the standard deviation of the number of normalized tag count aligning to the particular region for the reference samples. Hence, the z-score is the number of standard deviation that the normalized tag count of a chromosomal region for the tested case is away from the mean normalized tag count for the same chromosomal region of the one or more reference subjects.

In the situation when the tested organism has cancer, the chromosomal regions that are amplified in the tumor tissues would be over-represented in the plasma DNA. This would result in a positive value of the z-score. On the other hand, chromosomal regions that are deleted in the tumor tissues would be under-represented in the plasma DNA. This would result in a negative value of the z-score. The magnitude of the z-score is determined by several factors.

One factor is the fractional concentration of tumor-derived DNA in the biological sample (e.g. plasma). The higher the fractional concentration of tumor-derived DNA in the sample (e.g. plasma), the larger the difference between the normalized tag count of the tested case and the reference cases would be. Hence, a larger magnitude of the z-score would result.

Another factor is the variation of the normalized tag count in the one or more reference cases. With the same degree of the over-representation of the chromosomal region in the biological sample (e.g. plasma) of the tested case, a smaller variation (i.e. a smaller standard deviation) of the normalized tag count in the reference group would result in a higher z-score. Similarly, with the same degree of under-representation of the chromosomal region in the biological sample (e.g. plasma) of the tested case, a smaller standard deviation of the normalized tag count in the reference group would result in a more negative z-score.

Another factor is the magnitude of chromosomal aberration in the tumor tissues. The magnitude of chromosomal aberration refers to the copy number changes for the particular chromosomal region (either gain or loss). The higher the copy number changes in the tumor tissues, the higher the degree of over- or under-representation of the particular chromosomal region in the plasma DNA. For example, the loss of both copies of the chromosome would result in greater under-representation of the chromosomal region in the plasma DNA than the loss of one of the two copies of the chromosome and, hence, resulted in a more negative z-score. Typically, there are multiple chromosomal aberrations in cancers. The chromosomal aberrations in each cancer can further vary by its nature (i.e. amplification or deletion), its degree (single or multiple copy gain or loss) and its extent (size of the aberration in terms of chromosomal length).

The precision of measuring the normalized tag count is affected by the number of molecules analyzed. We expect that 15,000, 60,000 and 240,000 molecules would need to be analyzed to detect chromosomal aberrations with one copy change (either gain or loss) when the fractional concentration is approximately 12.5%, 6.3% and 3.2% respectively. Further details of the tag counting for detection of cancer for different chromosomal regions is described in U.S. Patent Publication No. 2009/0029377 entitled “Diagnosing Fetal Chromosomal Aneuploidy Using Massively Parallel Genomic Sequencing” by Lo et al., the entire contents of which are herein incorporated by reference for all purposes.

Embodiments can also use size analysis, instead of the tag counting method. Size analysis may also be used, instead of a normalized tag count. The size analysis can use various parameters, as mentioned herein, and in U.S. patent application Ser. No. 12/940,992. For example, the Q or F values from above may be used. Such size values do not need a normalization by counts from other regions as these values do not scale with the number of reads. Techniques of the haplotype-specific methods, such as the RHDO method described above and in more detail in U.S. patent application Ser. No. 13/308,473, can be used for the non-specific methods as well. For example, techniques involving the depth and refinement of a region may be used. In some embodiments, a GC bias for a particular region can be taken into account when comparing two regions. Since the RHDO method uses the same region, such a correction is not needed.

Although certain cancers can typically present with aberrations in particular chromosomal regions, such cancers do not always exclusively present with aberrations in such regions. For example, additional chromosomal regions could show aberrations, and the location of such additional regions may be unknown. Furthermore, when screening patients to identify early stages of cancer, one may want to identify a broad range of cancers, which could show aberrations present throughout the genome. To address these situations, embodiments can analyze a plurality of regions in a systematic fashion to determine which regions show aberrations. The number of aberrations and their location (e.g. whether they are contiguous) can be used, for example, to confirm aberrations, determine a stage of the cancer, provide a diagnosis of cancer (e.g. if the number is greater than a threshold value), and provide a prognosis based on the number and location of various regions exhibiting an aberration.

Accordingly, embodiments can identify whether an organism has cancer based on the number of regions that show an aberration. Thus, one can test a plurality of regions (e.g., 3,000) to identify a number of regions that exhibit an aberration. The regions may cover the entire genome or just parts of the genome, e.g., non-repeat region.

FIG. 36 is a flowchart of a method 3600 of analyzing a biological sample of an organism using a plurality of chromosomal regions according to embodiments of the present invention. The biological sample includes nucleic acid molecules (also called fragments).

At block 3610, a plurality of regions (e.g., non-overlapping regions) of the genome of the organism are identified. Each chromosomal region includes a plurality of loci. A region can be 1 Mb in size, or some other equal-size. For the situation of a region being 1 Mb in size, the entire genome can then include about 3,000 regions, each of predetermined size and location. Such predetermined regions can vary to accommodate a length of a particular chromosome or a specified number of regions to be used, and any other criteria mentioned herein. If regions have different lengths, such lengths can be used to normalize results, e.g., as described herein. The regions can be specifically selected based on certain criteria of the specific organism and/or based on knowledge of the cancer being tested. The regions can also be arbitrarily selected.

At block 3620, a location of the nucleic acid molecule in a reference genome of the organism is identified for each of a plurality of nucleic acid molecules. The location may be determined in any of the ways mentioned herein, e.g., by sequencing the fragments to obtain sequenced tags and aligning the sequenced tags to the reference genome. A particular haplotype of a molecule can also be determined for the haplotype-specific methods.

Blocks 3630-3650 are performed for each of the chromosomal regions. At block 3630, a respective group of nucleic acid molecules is identified as being from the chromosomal region based on the identified locations. The respective group can include at least one nucleic acid molecule located at each of the plurality of loci of the chromosomal region. In one embodiment, the group can be fragments that align to a particular haplotype of the chromosomal region, e.g., as in the RHDO method above. In another embodiment, the group can be of any fragment that aligns to the chromosomal region.

At block 3640, a computer system calculates a respective value of the respective group of nucleic acid molecules. The respective value defines a property of the nucleic acid molecules of the respective group. The respective value can be any of the values mentioned herein. For example, the value can be the number of fragments in the group or a statistical value of a size distribution of the fragments in the group. The respective value can also be a normalized value, e.g., a tag count of the region divided by the total number of tag counts for the sample or the number of tag counts for a reference region. The respective value can also be a difference or ratio from another value (e.g., in RHDO), thereby providing the property of a difference for the region.

At block 3650, the respective value is compared to a reference value to determine a classification of whether the first chromosomal region exhibits a deletion or an amplification. This reference value can be any threshold or reference value described herein. For example, the reference value could be a threshold value determined for normal samples. For RHDO, the respective value could be the difference or ratio of tag counts for the two haplotypes, and the reference value can be a threshold for determining that a statistically significant deviation exists. As another example, the reference value could be the tag count or size value for another haplotype or region, and the comparison can include taking a difference or ratio (or function of such) and then determining if the difference or ratio is greater than a threshold value.

The reference value can vary based on the results of other regions. For example, if neighboring regions also show a deviation (although small compared to one threshold, e.g., a z-score of 3), then a lower threshold can be used. For example, if three consecutive regions are all above a first threshold, then cancer may be more likely. Thus, this first threshold may be lower than another threshold that is required to identify cancer from non-consecutive regions. Having three regions (or more than three) having even a small deviation can have a low enough probability of a chance effect that the sensitivity and specificity can be preserved.

At block 3660, an amount of genomic regions classified as exhibiting a deletion or amplification is determined. The chromosomal regions that are counted can have restrictions. For example, only regions that are contiguous with at least one other region may be counted (or contiguous regions can be required to be of a certain size, e.g., 4 or more regions). For embodiments where the regions are not equal, the number can also account for the respective lengths (e.g., the number could be a total length of the aberrant regions).

At block 3670, the amount is compared to an amount threshold value to determine a classification of the sample. As examples, the classification can be whether the organism has cancer, a stage of the cancer, and a prognosis of the cancer. In one embodiment, all aberrant regions are counted and a single threshold value is used regardless of where the regions appear. In another embodiment, a threshold value can vary based on the locations and size of the regions that are counted. For example, the amount of regions on a particular chromosome or arm of a chromosome may be compared to a threshold for that particular chromosome (or arm). Multiple thresholds may be used. For instance, the amount of aberrant regions on a particular chromosome (or arm) must be greater than a first threshold value, and the total amount of aberrant regions in the genome must be greater than a second threshold value. The threshold value can be a percentage of the regions that are determined to exhibit a deletion or an amplification.

This threshold value for the amount of regions can also depend on how strong the imbalance is for the regions counted. For example, the amount of regions that are used as the threshold for determining a classification of cancer can depend on the specificity and sensitivity (aberrant threshold) used to detect an aberration in each region. For example, if the aberrant threshold is low (e.g. z-score of 2), then the amount threshold may be selected to be high (e.g., 150). But, if the aberrant threshold is high (e.g., a z-score of 3), then the amount threshold may be lower (e.g., 50). The amount of regions showing an aberration can also be a weighted value, e.g., one region that shows a high imbalance can be weighted higher than a region that just shows a little imbalance (i.e. there are more classifications than just positive and negative for the aberration). As an example, a sum of z-scores can be used, thereby using the weighted values.

Accordingly, the amount (which may include number and/or size) of chromosomal regions showing significant over- or under-representation of a normalized tag count (or other respective value for the property of the group) can be used for reflecting the severity of disease. The amount of chromosomal regions with an aberrant normalized tag count can be determined by two factors, namely the number (or size) of chromosomal aberrations in the tumor tissues and the fractional concentration of tumor-derived DNA in the biological sample (e.g. plasma). More advanced cancers tend to exhibit more (and larger) chromosomal aberrations. Hence, more cancer-associated chromosomal aberrations would potentially be detectable in the sample (e.g. plasma). In patients with more advanced cancer, the higher tumor load would lead to a higher fractional concentration of tumor-derived DNA in the plasma. As a result, the tumor-associated chromosomal aberrations would be more easily detected in the plasma sample.

One possible approach for improving the sensitivity without sacrificing the specificity is to take into account the result of the adjacent chromosomal segment. In one embodiment, the cutoff for the z-score remains to be >2 and <−2. However, a chromosomal region would be classified as potentially aberrant only when two consecutive segments would show the same type of aberrations, e.g. both segments have a z-score of >2. In other embodiments, the z-score of neighboring segments can be added together using a higher cutoff value. For example, the z-scores of three consecutive segments can be summed and a cutoff value of 5 can be used. This concept can be extended to more than three consecutive segments.

The combination of amount and aberrant thresholds can also depend on the purpose of the analysis, and any prior knowledge of the organism (or lack thereof). For example, if screening a normal healthy population for cancer, then one would typically use high specificity, potentially in both the amount of regions (i.e. high threshold for the number of regions) and an aberrant threshold for when a region is identified as having an aberration. But, in a patient with higher risk (e.g. a patient complaining of a lump or family history, smoker, chronic human papillomavirus (HPV) carrier, hepatitis virus carrier, or other virus carrier) then the thresholds could be lower in order to have more sensitivity (less false negatives).

In one embodiment, if one uses a 1-Mb resolution and a lower detection limit of 6.3% of tumor-derived DNA for detecting a chromosomal aberration, the number of molecules in each 1-Mb segment would need to be 60,000. This would be translated to approximately 180 million (60,000 reads/Mb×3,000 Mb) alignable reads for the whole genome.

A smaller segment size would give a higher resolution for detecting smaller chromosomal aberrations. However, this would increase the requirement of the number of molecules to be analyzed in total. A larger segment size would reduce the number of molecules required for the analysis at the expense of resolution. Therefore, only larger aberrations can be detected. In one implementation, larger regions could be used, segments showing an aberration could be subdivided and these subregions analyzed to obtain better resolution (e.g., as is described above). If one has an estimate for a size of deletion or amplification to be detected (or minimum concentration to detect), the number of molecules to analyze can be determined.

B. CNA based on Sequencing of Bisulfate-Treated Plasma DNA

Genomewide hypomethylation and CNA can be frequently observed in tumor tissues. Here, we demonstrate that the information of CNA and cancer-associated methylation changes can be simultaneously obtained from the bisulfate sequencing of plasma DNA. As the two types of analyses can be carried out on the same data set, virtually there is no additional cost for the CNA analysis. Other embodiments may use different procedures to obtain the methylation information and the genetic information. In other embodiments, one can perform a similar analysis for cancer-associated hypermethylation in conjunction with the CNA analysis.

FIG. 37A shows CNA analysis for tumor tissues, non-bisulfite (BS)-treated plasma DNA and bisulfate-treated plasma DNA (from inside to outside) for patient TBR36. FIG. 37A shows CNA analysis for tumor tissues, non-bisulfate (BS)-treated plasma DNA and bisulfite-treated plasma DNA (from inside to outside) for patient TBR36. The outermost ring shows the chromosome ideogram. Each dot represents the result of a 1-Mb region. The green, red and grey dots represent regions with copy number gain, copy number loss and no copy number change, respectively. For plasma analysis, the z-scores are shown. A difference of 5 is present between two concentric lines. For tumor tissue analysis, the copy number is shown. One copy difference is present between two concentric lines. FIG. 38A shows CNA analysis for tumor tissues, non-bisulfite (BS)-treated plasma DNA and bisulfite-treated plasma DNA (from inside to outside) for patient TBR34. The patterns of CNA detected in the bisulfite- and non-bisulfite-treated plasma samples were concordant.

The patterns of CNA detected in the tumor tissues, non-bisulfite-treated plasma and bisulfite-treated plasma were concordant. To further evaluate the concordance between the results of the bisulfite- and non-bisulfite-treated plasma, a scatter plot is constructed. FIG. 37B is a scatter plot showing the relationship between the z-scores for the detection of CNA using bisulfite- and non-bisulfite-treated plasma of the 1 Mb bins for the patient TBR36. A positive correlation between the z-scores of the two analyses was observed (r=0.89, p<0.001, Pearson correlation). FIG. 38B is a scatter plot showing the relationship between the z-scores for the detection of CNA using bisulfite-treated and non-bisulfite-treated plasma of the 1 Mb bins for the patient TBR34. A positive correlation between the z-scores of the two analyses was observed (r=0.81, p<0.001, Pearson correlation).

C. Synergistic Analysis of Cancer Associated CNA and Methylation Changes

As described above, the analysis for CNA can involve the counting of the number of sequence reads in each 1 Mb region whereas the analysis for methylation density can involve the detection of the proportion of cytosine residues at CpG dinucleotides being methylated. The combination of these two analyses can give synergistic information for the detection of cancer. For example, the methylation classification and the CNA classification can be used to determine a third classification of a level of cancer.

In one embodiment, the presence of either cancer-associated CNA or methylation change can be used to indicate the potential presence of a cancer. In such embodiment, the sensitivity of detecting cancer can be increased when either CNA or methylation changes are present in the plasma of a tested subject. In another embodiment, the presence of both changes can be used to indicate the presence of a cancer. In such embodiment, the specificity of the test can be improved because either of the two types of changes can potentially be detected in some non-cancer subjects. Thus, the third classification can be positive for cancer only when both the first classification and the second classification indicate cancer.

26 HCC patients and 22 healthy subjects were recruited. A blood sample was collected from each subject and the plasma DNA was sequenced after bisulfate treatment. For the HCC patients, the blood samples were collected at the time of diagnosis. The presence of significant amounts of CNA was, for example, defined as having >5% of the bins showing a z-score of <−3 or >3. The presence of significant amounts of cancer-associated hypomethylation was defined as having >3% of the bins showing a z-score of <−3. As examples, the amount of regions (bins) can be expressed as a raw count of bins, a percentage, and a length of the bins.

Table 3 shows detection of significant amounts of CNA and methylation changes in the plasma of 26 HCC patients using massively parallel sequencing on bisulfate-treated plasma DNA.

TABLE 3 CNA Presence Absence Methylation Presence 12 6 change Absence 1 7

The detection rates of cancer-associated methylation change and CNA were 69% and 50%, respectively. The detection rate (i.e. diagnostic sensitivity) improved to 73% if the presence of either criterion was used to indicate the potential presence of a cancer.

The results of two patients showing either the presence of CNA (FIG. 39A) or methylation changes (FIG. 39B) are shown. FIG. 39A is a Circos plot showing the CNA (inner ring) and methylation analysis (outer ring) for the bisulfate-treated plasma for a HCC patient TBR240. For the CNA analysis, green, red and grey dots represent regions with chromosomal gain, loss and no copy number change, respectively. For the methylation analysis, green, red and grey dots represent regions with hypermethylation, hypomethylation and normal methylation, respectively. In this patient, cancer-associated CNA was detected in the plasma whereas the methylation analysis did not reveal significant amounts of cancer-associated hypomethylation. FIG. 39B is a Circos plot showing the CNA (inner ring) and methylation analysis (outer ring) for the bisulfate-treated plasma for a HCC patient TBR164. In this patient, cancer-associated hypomethylation was detected in the plasma. However, no significant amounts of CNA could be observed. The results of two patients showing the presence of both CNA and methylation changes are shown in FIGS. 48A (TBR36) and 49A (TBR34).

Table 4 shows detection of significant amounts of CNA and methylation changes in the plasma of 22 control subjects using massively parallel sequencing on bisulfite-treated plasma DNA. A bootstrapping (i.e. leave-one-out) approach was used for the evaluation of each control subjects. Thus, when a particular subject was evaluated, the other 21 subjects were used for the calculation of the mean and SD of the control group.

TABLE 4 CNA Presence Absence Methylation Presence 1 2 change Absence 1 18

The specificity of the detection of significant amounts of methylation change and CNA were 86% and 91%, respectively. The specificity improved to 95% if the presence of both criteria was required to indicate the potential presence of a cancer.

In one embodiment, samples positive for CNA and/or hypomethylation are considered positive for cancer, and samples when both are undetectable are considered negative. Using the “or” logic provides higher sensitivity. In another embodiment, only samples that are positive for both CNA and hypomethylation are considered positive for cancer, thereby providing higher specificity. In yet another embodiment, three tiers of classification can be used. Subjects are classified into i. both normal; ii. one abnormal; iii. both abnormal.

Different follow-up strategies can be used for these three classifications. For example, subjects for (iii) can be subjected to the most intensive follow-up protocol, e.g. involving whole body imaging; subjects for (ii) can be subjected to a less intensive follow-up protocol, e.g. repeat plasma DNA sequencing following a relative short time interval of several weeks; and subjects for (i) can be subjected to the least intensive follow-up protocol such as retesting following a number of years. In other embodiments, the methylation and CNA measurements can be used in conjunction with other clinical parameters (e.g. imaging results or serum biochemistry) for further refining the classification.

D. Prognostic Value of the Plasma DNA Analysis after Curative-Intent Treatment

The presence of cancer-associated CNA and/or methylation changes in plasma would indicate the presence of tumor-derived DNA in the circulation of the cancer patient. A reduction or clearance of these cancer-associated changes would be expected after treatment (e.g., surgery). On the other hand, the persistence of these changes in the plasma after treatment could indicate the incomplete removal of all tumor cells from the body and can be a useful prognosticator for disease recurrence.

Blood samples were collected from the two HCC patients TBR34 and TBR36 at one week after curative-intent surgical resection of the tumors. CNA and methylation analyses were performed on the bisulfate-treated post-treatment plasma samples.

FIG. 40A shows CNA analysis on bisulfite-treated plasma DNA collected before (inner ring) and after (outer ring) surgical resection of tumor for HCC patient TBR36. Each dot represents the result of a 1-Mb region. The green, red and grey dots represent regions with copy number gain, copy number loss and no copy number change, respectively. Most of the CNA observed before treatment disappeared after tumor resection. The proportion of bins showing a z-score of <−3 or >3 decreased from 25% to 6.6%.

FIG. 40B shows methylation analysis on bisulfate-treated plasma DNA collected before (inner ring) and after (outer ring) surgical resection of tumor for HCC patient TBR36. The green, red and grey dots represent regions with hypermethylation, hypomethylation and normal methylation, respectively. There was a marked reduction in the proportion of bins showing significant hypomethylation from 90% to 7.9% and the degree of hypomethylation also showed a marked reduction. This patient had a complete clinical remission at 22 months after tumor resection.

FIG. 41A shows CNA analysis on bisulfite-treated plasma DNA collected before (inner ring) and after (outer ring) surgical resection of tumor for HCC patient TBR34. Although there is a reduction in both the number bins showing CNA and the magnitude of CNA in the affected bins after the surgical resection of the tumor, residual CNA could be observed in the post-operative plasma sample. The red circle highlights the region in which residual CNAs were most obvious. The proportion of bins showing a z-score of <−3 or >3 decreased from 57% to 12%.

FIG. 41B shows methylation analysis on bisulfite-treated plasma DNA collected before (inner ring) and after (outer ring) surgical resection of tumor for HCC patient TBR34. The magnitude of the hypomethylation decreased after tumor resection with the mean z-score for the hypomethylated bins having reduced from −7.9 to −4.0. However, the proportion of bins having a z-score <−3 showed an opposite change, with an increase from 41% to 85%. This observation potentially indicates the presence of residual cancer cells after treatment. Clinically, multiple foci of tumor nodules were detected in the remaining non-resected liver at 3 months after tumor resection. Lung metastases were observed from the 4th month after surgery. The patient died of local recurrence and metastatic disease 8 months after the operation.

The observations in these two patients (TBR34 and TBR36) suggest that the presence of residual cancer-associated changes of CNA and hypomethylation can be used for monitoring and prognosticating cancer patients after curative-intent treatments. The data also showed that the degree of change in the amount of plasma CNA detected can be used synergistically with assessing the degree of change in the extent of plasma DNA hypomethylation for prognostication and monitoring of treatment efficacy.

Accordingly, in some embodiments, one biological sample is obtained prior to treatment and a second biological sample is obtained after treatment (e.g., surgery). First values are obtained for the first sample, such as the z-scores of regions (e.g., region methylation levels and normalized values for CNA) and the number of regions showing hypomethylation and CNA (e.g., amplification or deletion). Second values can be obtained for the second sample. In another embodiment, a third, or even additional samples, can be obtained after treatment. The number of regions showing hypomethylation and CNA (e.g., amplification or deletion) can be obtained from the third or even additional samples.

As described above for FIGS. 40A and 41A, the first number of regions showing hypomethylation for the first sample can be compared to the second amount of regions showing hypomethylation for the second sample. As described above for FIGS. 40B and 41B, the first amount of regions showing hypomethylation for the first sample can be compared to the second amount of regions showing hypomethylation for the second sample. Comparing the first amount to the second amount and the first number to the second number can be used to determine a prognosis of the treatment. In various embodiments, just one of the comparisons can be determinative of the prognosis or both comparisons can be used. In embodiments in which the third or even additional samples are obtained, one or more of these samples can be used to determine a prognosis of the treatment, either on their own, or in conjunction with the second sample.

In one implementation, the prognosis is predicted to be worse when a first difference between the first amount and the second amount is below a first difference threshold. In another implementation, the prognosis is predicted to be worse when a second difference between the first number and the second number is below a second difference threshold. The threshold could be the same or different. In one embodiment, the first difference threshold and the second difference threshold are zero. Thus, for the example above, the difference between the values for methylation would indicate a worse prognosis for patient TBR34.

A prognosis can be better if the first difference and/or the second difference are above a same threshold or respective thresholds. The classification for the prognosis can depend on how far above or below the threshold the differences are. Multiple thresholds could be used to provide various classifications. Larger differences can predict better outcomes and smaller differences (and even negative values) can predict worse outcomes.

In some embodiments, the time points at which the various samples are taken are also noted. With such temporal parameters, one could determine the kinetics or the rate of change of the amount. In one embodiment, a fast reduction in tumor-associated hypomethylation in plasma and/or a fast reduction in the tumor-associated CNA in plasma will be predictive of good prognosis. Conversely, a static or a fast increase in tumor-associated hypomethylation in plasma and/or a static or fast increase in tumor-associated CNA will be predictive of bad prognosis. The methylation and CNA measurements can be used in conjunction with other clinical parameters (e.g. imaging results or serum biochemistry or protein markers) for prediction of clinical outcome.

Embodiments can use other samples besides plasma. For example, tumor-associated methylation aberrations (e.g hypomethylation) and/or tumor-associated CNAs can be measured from tumor cells circulating in the blood of cancer patients, from cell-free DNA or tumor cells in the urine, stools, saliva, sputum, biliary fluid, pancreatic fluid, cervical swabs, secretions from the reproductive tract (e.g. from the vaginal), ascitic fluid, pleural fluid, semen, sweat and tears.

In various embodiments, tumor-associated methylation aberrations (e.g. hypomethylation) and/or tumor-associated CNAs can be detected from the blood or plasma of patients with breast cancer, lung cancer, colorectal cancer, pancreatic cancer, ovarian cancer, nasopharyngeal carcinoma, cervical cancer, melanoma, brain tumors, etc. Indeed, as methylation and genetic alterations such as CNAs are universal phenomena in cancer, the approaches described can be used for all cancer types. The methylation and CNA measurements can be used in conjunction with other clinical parameters (e.g. imaging results) for prediction of clinical outcome. Embodiments can also be used for the screening and monitoring of patients with pre-neoplastic lesions, e.g. adenomas.

Accordingly, in one embodiment, the biological sample is taken prior to treatment, and the CNA and methylation measurements are repeated after treatment. The measurements can yield a subsequent first amount of regions that are determined to exhibit a deletion or an amplification and can yield a subsequent second amount of regions that are determined to have a region methylation level exceeding the respective region cutoff value. The first amount can be compared to the subsequent first amount, and the second amount can be compared to the subsequent second amount to determine a prognosis of the organism.

The comparison to determine the prognosis of the organism can include determining a first difference between the first amount and the subsequent first amount, and the first difference can be compared to one or more first difference thresholds to determine a prognosis. The comparison to determine the prognosis of the organism can also include determining a second difference between the second amount and the subsequent second amount, and the second difference can be compared to one or more second difference thresholds. The thresholds may be zero or another number.

The prognosis can be predicted to be worse when the first difference is below a first difference threshold than when the first difference is above the first difference threshold. The prognosis can be predicted to be worse when the second difference is below a second difference threshold than when the second difference is above the second difference threshold. Examples of treatments include immunotherapy, surgery, radiotherapy, chemotherapy, antibody-based therapy, gene therapy, epigenetic therapy or targeted therapy.

E. Performance

The diagnostic performance for different numbers of sequence reads and of bin size is now described for CNA and methylation analysis. 1. Number of Sequence Reads

According to one embodiment, we analyzed the plasma DNA of 32 healthy control subjects, 26 patients suffering from hepatocellular carcinoma and 20 patients suffering from other types of cancers, including nasopharyngeal carcinoma, breast cancer, lung cancer, neuroendocrine cancer and smooth muscle sarcoma. Twenty-two of the 32 healthy subjects were randomly selected as the reference group. The mean and standard deviation (SD) of these 22 reference individuals were used for determining the normal range of methylation density and genomic representation. DNA extracted from the plasma sample of each individual was used for sequencing library construction using the Illumina Paired-end sequencing kit. The sequencing libraries were then subjected to bisulfite treatment which converted unmethylated cytosine residues to uracil. The bisulfite converted sequencing library for each plasma sample was sequenced using one lane of an Illumina HiSeq2000 sequencer.

After base calling, adapter sequences and low quality bases (i.e. quality score<5) on the fragment ends were removed. The trimmed reads in FASTQ format were then processed by a methylation data analysis pipeline called Methy-Pipe (P Jiang et al. 2010, IEEE International Conference on Bioinformatics and Biomedicine, doi:10.1109/BIBMW.2010.5703866). In order to align the bisulfate converted sequencing reads, we first performed in silico conversion of all cytosine residues to thymines on the Watson and Crick strands separately using the reference human genome (NCBI build 36/hg19). Then, we performed in silico conversion of each cytosine to thymine in all the processed reads and kept the positional information of each converted residue. SOAP2 was used to align the converted reads to the two pre-converted reference human genomes (R Li et al. 2009 Bioinformatics 25:1966-1967), with a maximum of two mismatches allowed for each aligned read. Only reads mappable to a unique genomic location were used for downstream analysis. Ambiguous reads mapped to both the Watson and Crick strands and duplicated (clonal) reads were removed. Cytosine residues in the CpG dinucleotide context were used for downstream methylation analysis. After alignment, the cytosines originally present on the sequenced reads were recovered based on the positional information kept during the in silico conversion. The recovered cytosines among the CpG dinucleotides were scored as methylated. Thymines among the CpG dinucleotides were scored as unmethylated.

For methylation analysis, the genome was divided into equal-sized bins. The size of bins tested include 50 kb, 100 kb, 200 kb and 1 Mb. The methylation density for each bin was calculated as the number of methylated cytosines in the context of CpG dinucleotide divided by the total number of cytosines at CpG positions. In other embodiments, the bin size can be non-equal across the genome. In one embodiment, each bin amongst such bins of non-equal sizes is compared across multiple subjects.

To determine if the plasma methylation density of a tested case was normal, the methylation density was compared to the results of the reference group. Twenty-two of the 32 healthy subjects were randomly selected as the reference group for the calculation of the methylation z-score (Z_(meth)).

$Z_{meth} = \frac{{MD}_{test} - {\overset{\_}{MD}}_{ref}}{{MD}_{SD}}$ where MR, was the methylation density of the tested case for a particular 1-Mb bin; MD _(ref) was the mean methylation density of the reference group for the corresponding bin; and MD_(SD) was the SD of the methylation density of the reference group for the corresponding bin.

For CNA analysis, the number of sequenced reads mapping to each 1-Mb bin was determined (K C A Chan el al. 2013 Clin Chem 59:211-24). Sequenced read density was determined for each bin after correction for GC bias using Locally Weighted Scatter Plot Smoothing regression as previously described (E Z Chen et al. 2011 PLoS One 6: e21791). For plasma analysis, the sequenced read density of the tested case was compared with the reference group to calculate the CNA z-score (Z_(CNA)):

$Z_{CNA} = \frac{{RD}_{test} - {\overset{\_}{RD}}_{ref}}{{RD}_{SD}}$ where RD_(test) was the sequenced read density of the tested case for a particular 1-Mb bin; RD _(ref) was the mean sequenced read density of the reference group for the corresponding bin; and RD_(sD) was the SD of the sequenced read density of the reference group for the corresponding bin. A bin was defined to exhibit CNA if the Z_(CNA) of the bin was <−3 or >3.

A mean of 93 million aligned reads (range: 39 million to 142 million) were obtained per case. To evaluate the effect of reduction of the number of sequenced reads on the diagnostic performance, we randomly selected 10 million aligned reads from each case. The same set of reference individuals was used for establishing the reference range of each 1-Mb bin for the dataset with reduced sequenced reads. The percentage of bins showing significant hypomethylation, i.e. Z_(meth)<−3 and the percentage of bins with CNA, i.e. Z_(CNA)<−3 or >3, were determined for each case. Receiver operating characteristics (ROC) curves were used to illustrate the diagnostic performance of genomewide hypomethylation and CNA analyses for the datasets with all sequenced reads from 1 lane and 10 million reads per case. In the ROC analysis, all the 32 healthy subjects were used for the analysis.

FIG. 42 shows a diagram of diagnostic performance of genomewide hypomethylation analysis with different number of sequenced reads. For hypomethylation analysis, the areas-under-curve for the ROC curves were not significantly different between the two datasets which analyzed all sequenced reads from one lane and 10 million reads per case (P=0.761). For CNA analysis, the diagnostic performance deteriorated with a significant reduction in the areas-under-curve when the number of sequenced reads reduced from using the data of one lane to 10 million (P<0.001).

2. Effect of Using Different Bin Size

In addition to dividing the genome into 1-Mb bins, we also explored if smaller bin sizes can be used. Theoretically, the use of smaller bins can potentially reduce the variability in methylation density within a bin. This is because the methylation density between different genomic regions can vary widely. When a bin is bigger, the chance of including regions with different methylation densities would increase and, hence, would lead to an overall increase in the variability in methylation density of the bins.

Although the use of smaller bin size may potentially reduce the variability in methylation density related to inter-regional difference, this would on the other hand reduce the number of sequenced reads mapped to a particular bin. The reduction in reads mapping to individual bins would increase the variability due to sampling variation. The optimal bin size that can give rise to lowest overall variability in methylation density can be experimentally determined for the requirements of a particular diagnostic application, e.g. the total number of sequenced reads per sample and the type of DNA sequencer used.

FIG. 43 is a diagram showing ROC curves for the detection of cancer based on genomewide hypomethylation analysis with different bin sizes (50 kb, 100 kb, 200 kb and 1 Mb). The P-values shown are for area-under-curve comparison with a bin size of 1 Mb. A trend of improvement can be seen when the bin size was reduced from 1 Mb to 200 kb.

F. Cumulative Probability Score

The amount of regions for methylation and CNA can be various values. Examples above described a number of regions exceeding a cutoff value or a percentage of such regions that showed significant hypomethylation or CNA as a parameter for classifying if a sample was associated with cancer. Such approaches do not take into account the magnitude of the aberration for individual bins. For example, a bin with a Z_(meth) of −3.5 would be the same as a bin with a Z_(meth) of −30 as both of them would be classified as having significant hypomethylation. However, the degree of hypomethylation changes in the plasma, i.e. the magnitude of the Z_(meth) value, is affected by the amount of cancer-associated DNA in the sample and, hence, may supplement the information of percentage of bins showing aberrations to reflect tumor load. A higher fractional concentration of tumoral DNA in the plasma sample would lead to a lower methylation density and this would translate to a lower Z_(meth) value.

1. Cumulative Probability Score as a Diagnostic Parameter

To make use of the information from the magnitude of the aberrations, we develop an approach called cumulative probability (CP) score. Base on normal distribution probability function, each Z_(meth) value was translated to a probability of having such an observation by chance.

The CP score was calculated as: CP score=Σ−log(Prob_(i)) for bin(i) with Z _(meth)<−3 where Prob_(i) is the probability for the Z_(meth) of bin(i) according to the Student's t distribution with 3 degree of freedom, and log is the natural logarithm function. In another embodiment, a logarithm with base 10 (or other number) can be used. In other embodiments, other distributions, for example, but not limited to normal distribution and gamma distribution, can be applied to transform the z-score to CP.

A larger CP score indicates a lower probability of having such a deviated methylation density in a normal population by chance. Therefore, a high CP score would indicate a higher chance of having abnormally hypomethylated DNA in the sample, e.g. the presence of cancer-associated DNA.

Compared with the percentage of bins showing aberration, the CP score measurement has a higher dynamic range. While the tumor loads between different patients can vary widely, the larger range of CP values would be useful for reflecting the tumor loads of patients with relatively high and relatively low tumor loads. In addition, the use of CP scores can potentially be more sensitive for detecting the changes in the concentration of tumor-associated DNA in plasma. This is advantageous for the monitoring of treatment response and prognostication. Hence, a reduction in CP scores during treatment is indicative of a good response to treatment. A lack of reduction or even increase in CP scores during treatment would indicate poor or lack of response. For prognostication, a high CP score is indicative of high tumor load and is suggestive of bad prognosis (e.g. higher chance of death or tumor progression).

FIG. 44A shows a diagnostic performance for cumulative probability (CP) and percentage of bins with aberrations. There was no significant difference between the areas-under-curve for the two types of diagnostic algorithm (P=0.791).

FIG. 44B shows diagnostic performances for the plasma analysis for global hypomethylation, CpG island hypermethylation and CNA. With one lane of sequencing per sample (200 kb bin size for hypomethylation analysis and 1 Mb bin size for CNA, and CpG islands defined according to the database hosted by The University of California, Santa Cruz (UCSC)), the areas-under-curve for all the three types of analyses were above 0.90.

In the subsequent analyses, the highest CP score in the control subjects was used as the cutoff for each of the three types of analyses. The selection of these cutoffs gave a diagnostic specificity of 100%. The diagnostic sensitivities for general hypomethylation, CpG island hypermethylation and CNA analyses were 78%, 89% and 52%, respectively. In 43 out of the 46 cancer patients, at least one of the three types of aberrations was detected, thus, giving rise to a sensitivity of 93.4% and a specificity of 100%. Our results indicate that the three types of analyses can be used synergistically for the detection of cancer.

FIG. 45 shows a table with results for global hypomethylation, CpG island hypermethylation and CNA in hepatocellular carcinoma patients. The CP score cutoff values for the three types of analysis were 960, 2.9 and 211, respectively. Positive CP score results were in bold and underlined.

FIG. 46 shows a table with results for global hypomethylation, CpG island hypermethylation and CNA in patients suffering from cancers other than hepatocellular carcinoma. The CP score cutoff values for the three types of analysis were 960, 2.9 and 211, respectively. Positive CP score results were in bold and underlined.

2. Application of CP score for Cancer Monitoring

Serial samples were collected from a HCC patient TBR34 before and after treatment. The samples were analyzed for global hypomethylation.

FIG. 47 shows a serial analysis for plasma methylation for case TBR34. The innermost ring shows the methylation density of the buffy coat (black) and tumor tissues (purple). For the plasma samples, the Z_(meth) is shown for each 1 Mb bin. The difference between two lines represents a Z_(meth) difference of 5. Red and grey dots represent bins with hypomethylation and no change in methylation density compared with the reference group. From the 2^(nd) inner ring outwards are the plasma samples taken before treatment, at 3 days and 2 months after tumor resection, respectively. Before treatment, a high degree of hypomethylation could be observed in the plasma and over 18.5% of the bins had a Z_(meth) of <−10. At 3 days after tumor resection, it could be observed that the degree of hypomethylation was reduced in the plasma with none of the bins with Z_(meth) of <−10.

TABLE 5 Methylation analysis Percentage of bins showing Cumulative Case significant probability Summative no. Time point hypomethylation (CP) score z-score TBR34 Before OT 62.6% 37,573 14,285 3 days after OT 80.5% 17,777 9,195 2 months after 40.1% 15,087 5,201

Table 5 shows that although the magnitude of the hypomethylation changes reduced at 3 days after surgical resection of the tumor, the percentage of bins exhibiting aberration showed a paradoxical increase. On the other hand, the CP score more accurately revealed the reduction in the degree of hypomethylation in plasma and may be more reflective of the changes in tumor load.

At 2 months after OT, there was still a significant percentage of bins showing hypomethylation changes. The CP score also remained static at approximately 15,000. This patient was later diagnosed as having multi-focal tumor deposits (previously unknown at the time of surgery) in the remaining non-resected liver at 3 months and was noted to have multiple lung metastases at 4 months after the operation. The patient died of metastatic disease at 8 months after the operation. These results suggested that the CP score might be more powerful than percentage of bins with aberration for reflecting tumor load.

Overall, the CP can be useful for applications that require measuring the amount of tumor DNA in plasma. Examples of such applications include: prognostication and monitoring of cancer patients (e.g. to observe response to treatment, or to observe tumor progression).

The summative z-score is a direct sum of the z-scores, i.e., without converting to a probability. In this example, the summative z-score shows the same behavior as the CP score. In other instances, CP can be more sensitive than the summative z-score for monitoring residual disease because of the larger dynamic range for the CP score.

X. CNA Impact on Methylation

The use of CNA and methylation to determine respective classifications for a level of cancer, where the classifications are combined to provide a third classification, was described above. Besides such a combination, CNA can be used to change cutoff values for the methylation analysis and to identify false-positives by comparing methylation levels for groups of regions having different CNA characteristics. For instance, the methylation level for over-abundance (e.g., Z_(CNA)>3) can be compared to methylation level for normal abundance (e.g., −3<Z_(CNA)<3). First, the impact of CNA on methylation levels is described.

A. Alteration in Methylation Density at Regions with Chromosomal Gains and Losses

As tumor tissues generally show an overall hypomethylation, the presence of tumor-derived DNA in the plasma of cancer patients would lead to the reduction in the methylation density when compared with non-cancer subjects. The degree of hypomethylation in the plasma of cancer patients is theoretically proportional to the fractional concentration of tumor-derived DNA in the plasma sample.

For regions showing a chromosomal gain in the tumor tissues, an additional dosage of tumor DNA would be released from the amplified DNA segments into the plasma. This increased contribution of tumoral DNA to the plasma would theoretically lead to a higher degree of hypomethylation in the plasma DNA for the affected region. An additional factor is that genomic regions showing amplification would be expected to confer growth advantage to the tumor cells, and thus would be expected to be expressed. Such regions are generally hypomethylated.

In contrast, for regions that show chromosomal loss in the tumor tissue, the reduced contribution of tumoral DNA to plasma would lead to a lower degree of hypomethylation compared with regions with no copy number change. An additional factor is that genomic regions that are deleted in tumor cells might contain tumor suppressor genes and it might be advantageous to tumor cells to have such regions silenced. Thus, such regions are expected to have a higher chance of being hypermethylated.

Here, we use the results of two HCC patients (TBR34 and TBR36) to illustrate this effect. FIGS. 48A (TBR36) and 49A (TBR34) have circles highlighting regions with chromosomal gains or losses and the corresponding methylation analysis. FIGS. 48B and 49B show plots of methylation z-scores for losses, normal, and gains for patients TBR36 and TBR34, respectively.

FIG. 48A shows Circos plots demonstrating the CNA (inner ring) and methylation changes (outer ring) in the bisulfite-treated plasma DNA for HCC patient TBR36. The red circles highlight the regions with chromosomal gains or losses. Regions showing chromosomal gains were more hypomethylated than regions without copy number changes. Regions showing chromosomal losses were less hypomethylated than regions without copy number changes. FIG. 48B is a plot of methylation z-scores for regions with chromosomal gains and loss, and regions without copy number change for the HCC patient TBR36. Compared with regions without copy changes, regions with chromosomal gains had more negative z-scores (more hypomethylation) and regions with chromosomal losses had less negative z-scores (less hypomethylated).

FIG. 49A shows Circos plots demonstrating the CNA (inner ring) and methylation changes (outer ring) in the bisulfite-treated plasma DNA for HCC patient TBR34. FIG. 49B is a plot of methylation z-scores for regions with chromosomal gains and loss, and regions without copy number change for the HCC patient TBR34. The difference in methylation densities between regions with chromosomal gains and losses was larger in patient TBR36 than in patient TBR34 because the fractional concentration of tumor-derived DNA in the former patient was higher.

In this example, the regions used to determine CNA are the same as the regions used to determine methylation. In one embodiment, the respective region cutoff values are dependent on whether the respective region exhibits a deletion or an amplification. In one implementation, a respective region cutoff value (e.g., the z-score cutoff used to determine hypomethylation) has a larger magnitude when the respective region exhibits an amplification than when no amplification is exhibited (e.g., the magnitude could be greater than 3, and a cutoff of less than −3 can be used). Thus, for testing hypomethylation, a respective region cutoff value can have a larger negative value when the respective region exhibits an amplification than when no amplification is exhibited. Such an implementation is expected to improve the specificity of the test for detecting cancer.

In another implementation, a respective region cutoff value has a smaller magnitude (e.g., less than 3) than when the respective region exhibits a deletion than when no deletion is exhibited. Thus, for testing hypomethylation, a respective region cutoff value can have a less negative value when the respective region exhibits a deletion than when no deletion is exhibited. Such an implementation is expected to improve the sensitivity of the test for detecting cancer. The adjustment of the cutoff values in the above implementations can be changed depending on the desired sensitivity and specificity for a particularly diagnostic scenario. In other embodiments, the methylation and CNA measurements can be used in conjunction with other clinical parameters (e.g. imaging results or serum biochemistry) for prediction of cancer.

B. Using CNA to Select Regions

As described above, we have shown that the plasma methylation density would be altered in regions having copy number aberrations in the tumor tissues. At regions with copy number gain in the tumor tissue, increased contribution of hypomethylated tumoral DNA to the plasma would lead to a larger degree of hypomethylation of plasma DNA compared with regions without a copy number aberration. Conversely, at regions with copy number loss in the tumor tissue, the reduced contribution of hypomethylated cancer-derived DNA to the plasma would lead to a lesser degree of hypomethylation of plasma DNA. This relationship between the methylation density of plasma DNA and the relative representation can potentially be used for differentiating hypomethylation results associated with the presence of cancer-associated DNA and other non-cancerous causes (e.g., SLE) of hypomethylation in plasma DNA.

To illustrate this approach, we analyzed the plasma samples of two hepatocellular carcinoma (HCC) patients and two patients with SLE without a cancer. These two SLE patients (SLE04 and SLE10) showed the apparent presence of hypomethylation and CNAs in plasma. For patient SLE04, 84% bins showed hypomethylation and 11.2% bins showed CNA. For patient SLE10, 10.3% bins showed hypomethylation and 5.7% bins showed CNA.

FIGS. 50A and 50B show results of plasma hypomethylation and CNA analysis for SLE patients SLE04 and SLE10. The outer circle shows the methylation z-scores (Z_(meth)) at 1 Mb resolution. The bins with methylation Z_(meth)<−3 were in red and those with Z_(meth)>−3 were in grey. The inner circle shows the CNA z-scores (Z_(CNA)). The green, red and grey dots represent bins with Z_(CNA)>3, <3 and between −3 to 3, respectively. In these two SLE patients, hypomethylation and CNA changes were observed in plasma.

To determine if the changes in methylation and CNA were consistent with the presence of cancer-derived DNA in plasma, we compared the Z_(meth) for regions with Z_(CNA)>3, <−3 and between −3 to 3. For methylation changes and CNA contributed by cancer-derived DNA in plasma, regions with Z_(CNA)<−3 would be expected to be less hypomethylated and had less negative Z_(meth). In contrast, regions with Z_(CNA)>3 would be expected to be more hypomethylated and had more negative Z_(meth). For illustration purpose, we applied one-sided rank sum test to compare the Z_(meth) for regions with CNA (i.e. regions with Z_(CNA)<−3 or >3) with regions without CNA (i.e. regions with Z_(CNA) between −3 and 3). In other embodiments, other statistical tests, for example but not limited to Student's t-test, analysis of variance (ANOVA) test and Kruskal-Wallis test can be used.

FIGS. 51A and 51B show Z_(meth) analysis for regions with and without CNA for the plasma of two HCC patients (TBR34 and TBR36). Regions with Z_(CNA)<−3 and >3 represent regions with under- and over-representation in plasma, respectively. In both TBR34 and TBR36, regions that were under-represented in plasma (i.e. regions with Z_(CNA)<−3) had significantly higher Z_(meth) (P-value<10⁻⁵, one-sided rank sum test) than regions with normal representation in plasma (i.e. regions with Z_(CNA) between −3 and 3). A normal representation correspond to that expected for a euploid genome. For regions with over-representation in plasma (i.e. regions with Z_(CNA)>3), they had significantly lower Z_(meth) than regions with normal representation in plasma (P-value<10⁻⁵, one-sided rank sum test). All these changes were consistent with the presence of hypomethylated tumoral DNA in the plasma samples.

FIGS. 51C and 51D show Z_(meth) analysis for regions with and without CNA for the plasma of two SLE patients (SLE04 and SLE10). Regions with Z_(CNA)<−3 and >3 represent regions with under- and over-representation in plasma, respectively. For SLE04, regions that were under-represented in plasma (i.e. regions with Z_(CNA)<−3) did not have significantly higher Z_(meth) (P-value=0.99, one-sided rank sum test) than regions with normal representation in plasma (i.e. regions with Z_(CNA) between −3 and 3) and regions with over-representation in plasma (i.e. regions with Z_(CNA)>3) did not have significantly lower Z_(meth) than regions with normal representation in plasma (P-value=0.68, one-sided rank sum test). These results were different from the expected changes due to the presence of tumor-derived hypomethylated DNA in plasma. Similarly, for SLE10, regions with Z_(cNA)<−3 did not have significantly higher Z_(meth) than regions with Z_(CNA) between −3 and 3 (P-value=0.99, one-sided rank sum test).

A reason of not having the typical cancer-associated pattern between Z_(meth) and Z_(CNA) in the SLE patients is that, in the SLE patients, the CNA is not present in a specific cell type that also exhibits hypomethylation. Instead, the observed apparent presence of CNA and hypomethylation is due to the altered size distribution of circulating DNA in SLE patients. The altered size distribution could potentially alter the sequenced read densities for different genomic regions leading to apparent CNAs as the references were derived from healthy subjects. As described in the previous sections, there is a correlation between the size of a circulating DNA fragment and its methylation density. Therefore, the altered size distribution can also lead to an aberrant methylation.

Although the regions with Z_(CNA)>3 had slightly lower methylation levels than regions with Z_(CNA) between −3 and 3, the p-value for the comparison was far higher than those observed in two cancer patients. In one embodiment, the p-value can be used as a parameter to determine the likelihood of a tested case for having a cancer. In another embodiment, the difference in Z_(meth) between regions with normal and aberrant representation can be used as a parameter for indicating the likelihood of the presence of cancer. In one embodiment, a group of cancer patients can be used to establish the correlation between Z_(meth) and Z_(CNA) and to determine the thresholds for different parameters so as to indicate the changes are consistent with the presence of cancer-derived hypomethylated DNA in the tested plasma sample.

Accordingly, in one embodiment, a CNA analysis can be performed to determine a first set of regions that all exhibit one of: a deletion, an amplification, or normal representation. For example, the first set of regions can all exhibit a deletion, or all exhibit an amplification, or all exhibit a normal representation (e.g., have a normal first amount of regions, such as a normal Z_(meth)). A methylation level can be determined for this first set of regions (e.g., the first methylation level of method 2800 can correspond to the first set of regions).

The CNA analysis can determine a second set of regions that all exhibit a second of: a deletion, an amplification, or normal representation. The second set of regions would exhibit differently than the first set. For example, if the first set of regions were normal, then the second set of regions can exhibit a deletion or an amplification. A second methylation level can be calculated based on the respective numbers of DNA molecules methylated at sites in the second set of regions.

A parameter can then be computed between the first methylation level and the second methylation. For example, a difference or ratio can be computed and compared to a cutoff value. The difference or ratio can also be subjected to a probability distribution (e.g., as part of a statistical test) to determine the probability of obtaining the value, and this probability can be compared to a cutoff value to determine a level of cancer based on methylation levels. Such a cutoff can be chosen to differentiate samples having cancer and those not having cancer (e.g., SLE).

In one embodiment, a methylation level can be determined for the first set of region or a mix of regions (i.e., mix of regions showing amplification, deletion, and normal). This methylation level can then be compared to a first cutoff as part of a first stage of analysis. If the cutoff is exceeded, thereby indicating a possibility of cancer, then the analysis above can be performed to determine whether the indication was a false positive. The final classification for the level of cancer can thus include the comparison of the parameter for the two methylation levels to a second cutoff.

The first methylation level can be a statistical value (e.g., average or median) of region methylation levels calculated for each region of the first set of regions. The second methylation level can also be a statistical value of region methylation levels calculated for each region of the second set of regions. As examples. the statistical values can be determined using one-sided rank sum test, Student's t-test, analysis of variance (ANOVA) test, or Kruskal-Wallis test.

XI. Cancer Type Classification

In addition to determining whether an organism has cancer or not, embodiments can identify a type of cancer associated with the sample. This identification of cancer type can use patterns of global hypomethylation, CpG island hypermethylation, and/or CNA. The patterns can involve clustering of patients with a known diagnosis using measured region methylation levels, respective CNA values for regions, and methylation level for CpG islands. The results below show that organisms with a similar type of cancer have similar values for the regions and CpG islands, as well as the non-cancer patients having similar values. In the clustering, each of the values for a region or island can be a separate dimension in the clustering process.

It has been known that the same type of cancers would share similar genetic and epigenetic changes (E Gebhart et al. 2004 Cytogenet Genome Res; 104: 352-358; P A Jones et al. 2007 Cell; 128: 683-692). Below, we describe how the patterns of CNA and methylation changes detected in the plasma are useful for inferring the origin or type of the cancer. The plasma DNA samples from the HCC patients, non-HCC patients and healthy control subjects were classified using, for example, hierarchical clustering analysis. The analysis was performed using, for example, the heatmap.2 function in R script package (cran.r-project.org/web/packages/gplots/gplots.pdf).

To illustrate the potential of this approach, we used two sets of criteria (group A and group B) as examples to identify useful features for the classification of the plasma samples (See Table 6). In other embodiments, other criteria can be used for identifying the features. The features used included global CNA at 1 Mb resolution, global methylation density at 1 Mb resolution and CpG island methylation.

TABLE 6 Group A criteria Group B criteria Global methylation at 1 Mb resolution Criteria >20 cancer cases >20 cancer cases with a z-score >3 with a z-score >2.5 or <−3 or <−2.5 No. of features 584 1,911   identified CNA features Criteria >10 cancer cases >10 cancer cases with a z-score >3 with a z-score >2.5 < −2.5 or <−3 No. of features 355 759 identified CpG island methylation Criteria >5 cancer cases >1 cancer cases with a methylation with a methylation density differing density differing from the mean of from the mean of the reference by the reference by 2% at the 2% at the particular CpG particular CpG islands islands No. of features 110 191 identified

In the first two examples, we used all the CNA, global methylation at 1 Mb resolution and CpG island methylation features for the classification. In other embodiments, other criteria, for example, but not limited to the precision of measuring the feature in the plasma of reference group, can be used.

FIG. 52A shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using all the 1,130 group A features including 355 CNAs, 584 global methylation features at 1 Mb resolution and the methylation status of 110 CpG islands. The upper side color bar represents the sample groups: green, blue and red represent the healthy subjects, HCC and non-HCC cancer patients, respectively. In general, the three groups of subjects tended to cluster together. The vertical axis represents the classifying features. Features with similar patterns across different subjects were clustered together. These results suggest that the patterns of CpG island methylation changes, genomewide methylation changes at 1 Mb resolution and CNAs in plasma can potentially be used for determining the origin of the cancer in patients with unknown primaries.

FIG. 52B shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using all the 2,780 group B features including 759 CNA, 1,911 global methylation at 1 Mb resolution and the methylation status of 191 CpG islands. The upper side color bar represents the sample groups: green, blue and red represent the healthy subjects, HCC and non-HCC cancer patients, respectively. In general, the three groups of subjects tended to cluster together. The vertical axis represents the classifying features. Features with similar patterns across different subjects were clustered together. These results suggest that the patterns of different sets of CpG islands methylation changes, genomewide methylation changes at 1 Mb resolution and CNAs in plasma can be used for determining the origin of the cancer in patients with unknown primaries. The selection of the classification features can be adjusted for specific applications. In addition, weight can be given to the cancer type prediction according to the prior probabilities of the subjects for different types of cancers. For example, patients with chronic viral hepatitis are prone to the development of hepatocellular carcinoma and chronic smokers are prone to development of lung cancer. Thus, a weighted probability of the type of cancer can be calculated using, for example but not limited to, logistic, multiple, or clustering regression.

In other embodiments, a single type of features can be used for the classification analysis. For example, in the following examples, only the global methylation at 1 Mb resolution, the CpG island hypermethylation or the CNAs at 1 Mb resolution were used for the hierarchical clustering analysis. The differentiation power may be different when different features are used. Further refinement of the classification features can potentially improve the classification accuracies.

FIG. 53A shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group A CpG island methylation features. Generally, the cancer patients clustered together and the non-cancer subjects were in another cluster. However, the HCC and non-HCC patients were less separated compared with using all three types of features.

FIG. 53B shows hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group A global methylation densities at 1 Mb resolution as classifying features. Preferential clustering of HCC and non-HCC patients was observed.

FIG. 54A shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group A global CNAs at 1 Mb resolution as classifying features. Preferential clustering of HCC and non-HCC patients was seen.

FIG. 54B shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group B CpG islands methylation densities as classifying features. Preferential clustering of HCC and non-HCC cancer patients could be observed.

FIG. 55A shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group B global methylation densities at 1 Mb resolution as classifying features. Preferential clustering of HCC and non-HCC cancer patients could be observed.

FIG. 55B shows a hierarchical clustering analysis for plasma samples from HCC patients, non-HCC cancer patients and healthy control subjects using the group B global CNAs at 1 Mb resolution as classifying features. Preferential clustering of HCC and non-HCC cancer patients could be observed.

These hierarchical clustering results for plasma samples suggest that the combination of different features can potentially be used for the identification of the primary cancer types. Further refinement of the selection criteria can potentially further improve the accuracy of the classification.

Accordingly, in one embodiment, when a methylation classification indicates that cancer exists for the organism, a type of cancer associated with the organism can be identified by comparing a methylation level (e.g., first methylation from method 2800 or any region methylation level) to a corresponding value determined from other organisms (i.e., other organisms of the same type, such as humans). The corresponding value could be for a same region or set of sites that the methylation level was calculated. At least two of the other organisms are identified as having different types of cancer. For example, the corresponding values can be organized into clusters, where two clusters are associated with different cancers.

Further, when CNA and methylation are used together to obtain a third classification of the level of cancer, CNA and methylation features can be compared to corresponding values from other organisms. For example, the first amount of regions (e.g., from FIG. 36) exhibiting a deletion or amplification can be compared to corresponding values determined from the other organisms to identify the type of cancer associated with the organism.

In some embodiments, the methylation features are the region methylation levels of a plurality of regions of the genome. Regions that are determined to have a region methylation level exceeding the respective region cutoff value can be used, e.g., region methylation levels of the organism can be compared to region methylation levels of other organisms for the same regions of the genome. The comparison can allow one to differentiate cancer types, or just provide an additional filter to confirm cancer (e.g., to identify false positives). Thus, it can be determined whether the organism has the first type of cancer, absence of cancer, or the second type of cancer based on the comparison.

The other organisms (along with the one being tested) can be clustered using the region methylation levels. Thus, a comparison of the region methylation levels can be used to determine which cluster the organism belongs. The clustering can also use CNA normalized values for regions that are determined to exhibit a deletion or an amplification, as is described above. And, the clustering can use the respective methylation densities of hypermethylated CpG islands.

To illustrate the principle of this method, we show an example of using logistic regression for the classification of two unknown samples. The purpose of this classification was to determine if these two samples were HCCs or non-HCC cancers. A training set of samples were compiled which included 23 plasma samples collected from HCC patients and 18 samples from patients suffering from cancer other than HCC. Thus, there were a total of 41 cases in the training set. In this example, 13 features were selected, including five features on the methylation of CpG islands (X1-X5), six features on the methylation of 1-Mb regions (X6-X11) and 2 features on the CNA of 1-Mb regions (X12-X13). The CpG methylation features were selected based on the criterion of at least 15 cases in the training set having a z-score of >3 or <−3. The 1-Mb methylation features were selected based on the criterion of at least 39 cases in the training set having a z-score of >3 or <−3. The CNA features were selected based on the criterion of at least 20 cases having a z-score >3 or <−3. Logistic regression was performed on the samples of this training set so as to determine the regression coefficient for each of the features (X1-X13). Features with regression coefficients of the larger magnitudes (irrespective of whether it is in a positive or negative sense) offer better discrimination between HCC and non-HCC samples. The z-scores of each case for the respective features were used as the input values of the independent variables. Then two plasma samples, one from a HCC patient (TBR36) and one from a patient suffering from lung cancer (TBR177) were analyzed for the 13 features.

In this cancer type classification analysis, these two samples were assumed to be collected from patients suffering from cancers of unknown origin. For each sample, the z-scores for the respective feature were put into the logistic regression equation to determine the natural logarithm of the odds ratio (ln(odds ratio)) where the odds ratio represented the ratio of probabilities of having HCC and not having HCC (HCC/non-HCC).

Table 7 shows the regression coefficients for the 13 features of the logistic regression equation. The z-scores for the respective features of the two tested cases (TBR36 and TBR177) are also shown. The ln(odds ratio) of HCC for TBR36 and TBR177 were 37.03 and −4.37, respectively. From these odds ratios, the probability of the plasma samples being collected from HCC patients were calculated as >99.9% and 1%, respectively. In short, TBR36 had a high likelihood of being a sample from a HCC patient while TBR177 had a low likelihood of being a sample from a HCC patient.

TABLE 7 Regression z-score of the respective feature Feature coefficient TBR36 TBR177 X1 −2.9575 14.8 0 X2 2.2534 21.3 0 X3 −1.5099 6.1 0 X4 −0.236 34.0 0 X5 0.7426 17.3 0 X6 −0.6682 −26.3 −1.5 X7 −0.2828 −13.9 −2.6 X8 −0.7281 −9.4 −4.4 X9 1.0581 −7.8 −3.7 X10 0.3877 −20.8 −4.3 X11 0.3534 −15.5 −3.1 X12 −1.1826 4.8 3.3 X13 −0.3805 −11.7 −1.4 ln(odds ratio) 37.03 −4.37463

In other embodiments, hierarchical clustering regression, classification tree analysis and other regression models can be used for determining the likely primary origin of the cancer.

XII. Materials and Methods

A. Preparation of Bisulfite-Treated DNA Libraries and Sequencing

Genomic DNA (5 μg) added with 0.5% (w/w) unmethylated lambda DNA (Promega) was fragmented by a Covaris 5220 System (Covaris) to approximately 200 bp in length. DNA libraries were prepared using the Paired-End Sequencing Sample Preparation Kit (Illumina) according to the manufacturer's instructions, except that methylated adapters (Illumina) were ligated to the DNA fragments. Following two rounds of purification using AMPure XP magnetic beads (Beckman Coulter), the ligation products were split into 2 portions, one of which was subjected to 2 rounds of bisulfite modification with an EpiTect Bisulfite Kit (Qiagen). Unmethylated cytosines at CpG sites in the inserts were converted to uracils while the methylated cytosines remained unchanged. The adapter-ligated DNA molecules, either treated or untreated with sodium bisulfite, were enriched by 10 cycles of PCR using the following recipe: 2.5 U PfuTurboCx hotstart DNA polymerase (Agilent Technologies), 1× PfuTurboCx reaction buffer, 25 μM dNTPs, 1 μl PCR Primer PE 1.0 and 1 μl PCR Primer PE 2.0 (Illumina) in a 50 μl-reaction. The thermocycling profile was: 95° C. for 2 min, 98° C. for 30 s, then 10 cycles of 98° C. for 15 s, 60° C. for 30 s and 72° C. for 4 min, with a final step of 72° C. for 10 min (R Lister, et al. 2009 Nature; 462: 315-322). The PCR products were purified using AMPure XP magnetic beads.

Plasma DNA extracted from 3.2-4 ml of maternal plasma samples was spiked with fragmented lambda DNA (25 pg per ml plasma) and subjected to library construction as described above (R W K Chiu et al. 2011 BMJ; 342: c7401). After ligating to the methylated adapters, the ligation products were split into 2 halves and a portion was subjected to 2 rounds of bisulfite modification. The bisulfite-treated or untreated ligation products were then enriched by 10 cycles of PCR as described above.

Bisulfite-treated or untreated DNA libraries were sequenced for 75 bp in a paired-end format on HiSeq2000 instruments (Illumina). DNA clusters were generated with a Paired-End Cluster Generation Kit v3 on a cBot instrument (Illumina). Real-time image analysis and base calling were performed using the HiSeq Control Software (HCS) v1.4 and Real Time Analysis (RTA) Software v1.13 (Illumina), by which the automated matrix and phasing calculations were based on the spiked-in PhiX control v3 sequenced with the DNA libraries.

B. Sequence Alignment and Identification of Methylated Cytosines

After base calling, adapter sequences and low quality bases (i.e. quality score<20) on the fragment ends were removed. The trimmed reads in FASTQ format were then processed by a methylation data analysis pipeline called Methy-Pipe (P Jiang, et al. Methy-Pipe: An integrated bioinformatics data analysis pipeline for whole genome methylome analysis, paper presented at the IEEE International Conference on Bioinformatics and Biomedicine Workshops, Hong Kong, 18 to 21 Dec. 2010). In order to align the bisulfite converted sequencing reads, we first performed in silico conversion of all cytosine residues to thymines, on the Watson and Crick strands separately, using the reference human genome (NCBI build 36/hg18). We then performed in silico conversion of each cytosine to thymine in all the processed reads and kept the positional information of each converted residue. SOAP2 (R Li, et al. 2009 Bioinformatics; 25: 1966-1967) was used to align the converted reads to the two pre-converted reference human genomes, with a maximum of two mismatches allowed for each aligned read. Only reads mappable to a unique genomic location were selected. Ambiguous reads which mapped to both the Watson and Crick strands and duplicated (clonal) reads which had the same start and end genomic positions were removed. Sequenced reads with insert size <600 bp were retained for the methylation and size analyses.

Cytosine residues in the CpG dinucleotide context were the major targets for the downstream DNA methylation studies. After alignment, the cytosines originally present on the sequenced reads were recovered based on the positional information kept during the in silico conversion. The recovered cytosines among the CpG dinucleotides were scored as methylated. Thymines among the CpG dinucleotides were scored as unmethylated. The unmethylated lambda DNA included during library preparation served as an internal control for estimating the efficiency of sodium bisulfite modification. All cytosines on the lambda DNA should have been converted to thymines if the bisulfite conversion efficiency was 100%.

XIII. Summary

With the use of embodiments described herein, one could screen, detect, monitor or prognosticate cancer noninvasively using for example the plasma of a subject. One could also carry out prenatal screening, diagnosis, investigation or monitoring of a fetus by deducing the methylation profile of fetal DNA from maternal plasma. To illustrate the power of the approach, we showed that information that was conventionally obtained via the study of placental tissues could be assessed directly from maternal plasma. For example, the imprinting status of gene loci, identification of loci with differential methylation between the fetal and maternal DNA and the gestational variation in the methylation profile of gene loci were achieved through the direct analysis of maternal plasma DNA. The major advantage of our approach is that the fetal methylome could be assessed comprehensively during pregnancy without disruption to the pregnancy or the need for invasive sampling of fetal tissues. Given the known association between altered DNA methylation status and the many pregnancy-associated conditions, the approach described in this study can serve as an important tool for investigating the pathophysiology of and the identification of biomarkers for those conditions. By focusing on the imprinted loci, we showed that both the paternally-transmitted as well as the maternally-transmitted fetal methylation profiles could be assessed from maternal plasma. This approach may potentially be useful for the investigation of imprinting diseases. Embodiments can also be applied directly for the prenatal assessment of fetal or pregnancy-associated diseases.

We have demonstrated that genome-wide bisulfite sequencing can be applied to investigate the DNA methylation profile of placental tissues. There are approximately 28M CpG sites in the human genome (C Clark et al. 2012 PLoS One; 7: e50233). Our bisulfite sequencing data of the CVS and term placental tissue sample covered more than 80% of the CpGs. This represents a substantially broader coverage than those achievable using other high-throughput platforms. For example, the Illumina Infinium HumanMethylation 27K beadchip array that was used in a previous study on placental tissues (T Chu et al. 2011 PLoS One; 6: e14723) only covered 0.1% of the CpGs in the genome. The Illumina Infinium HumanMethylation 450K beadchip array that was available more recently only covered 1.7% of the CpGs (C Clark et al. 2012 PLoS One; 7: e50233). Because the MPS approach is free from restrictions related to probe design, hybridization efficiency or strength of antibody capture, CpGs within or beyond CpG islands and in most sequence contexts could be assessed.

XIV. Computer System

Any of the computer systems mentioned herein may utilize any suitable number of subsystems. Examples of such subsystems are shown in FIG. 33 in computer apparatus 3300. In some embodiments, a computer system includes a single computer apparatus, where the subsystems can be the components of the computer apparatus. In other embodiments, a computer system can include multiple computer apparatuses, each being a subsystem, with internal components.

The subsystems shown in FIG. 33 are interconnected via a system bus 3375. Additional subsystems such as a printer 3374, keyboard 3378, storage device(s) 3379, monitor 3376, which is coupled to display adapter 3382, and others are shown. Peripherals and input/output (I/O) devices, which couple to I/O controller 3371, can be connected to the computer system by any number of means known in the art, such as serial port 3377. For example, serial port 3377 or external interface 3381 (e.g. Ethernet, Wi-Fi, etc.) can be used to connect computer system 3300 to a wide area network such as the Internet, a mouse input device, or a scanner. The interconnection via system bus 3375 allows the central processor 3373 to communicate with each subsystem and to control the execution of instructions from system memory 3372 or the storage device(s) 3379 (e.g., a fixed disk), as well as the exchange of information between subsystems. The system memory 3372 and/or the storage device(s) 3379 may embody a computer readable medium. Any of the values mentioned herein can be output from one component to another component and can be output to the user.

A computer system can include a plurality of the same components or subsystems, e.g., connected together by external interface 3381 or by an internal interface. In some embodiments, computer systems, subsystem, or apparatuses can communicate over a network. In such instances, one computer can be considered a client and another computer a server, where each can be part of a same computer system. A client and a server can each include multiple systems, subsystems, or components.

It should be understood that any of the embodiments of the present invention can be implemented in the form of control logic using hardware (e.g. an application specific integrated circuit or field programmable gate array) and/or using computer software with a generally programmable processor in a modular or integrated manner. As user herein, a processor includes a multi-core processor on a same integrated chip, or multiple processing units on a single circuit board or networked. Based on the disclosure and teachings provided herein, a person of ordinary skill in the art will know and appreciate other ways and/or methods to implement embodiments of the present invention using hardware and a combination of hardware and software.

Any of the software components or functions described in this application may be implemented as software code to be executed by a processor using any suitable computer language such as, for example, Java, C++ or Perl using, for example, conventional or object-oriented techniques. The software code may be stored as a series of instructions or commands on a computer readable medium for storage and/or transmission, suitable media include random access memory (RAM), a read only memory (ROM), a magnetic medium such as a hard-drive or a floppy disk, or an optical medium such as a compact disk (CD) or DVD (digital versatile disk), flash memory, and the like. The computer readable medium may be any combination of such storage or transmission devices.

Such programs may also be encoded and transmitted using carrier signals adapted for transmission via wired, optical, and/or wireless networks conforming to a variety of protocols, including the Internet. As such, a computer readable medium according to an embodiment of the present invention may be created using a data signal encoded with such programs. Computer readable media encoded with the program code may be packaged with a compatible device or provided separately from other devices (e.g., via Internet download). Any such computer readable medium may reside on or within a single computer program product (e.g. a hard drive, a CD, or an entire computer system), and may be present on or within different computer program products within a system or network. A computer system may include a monitor, printer, or other suitable display for providing any of the results mentioned herein to a user.

Any of the methods described herein may be totally or partially performed with a computer system including one or more processors, which can be configured to perform the steps. Thus, embodiments can be directed to computer systems configured to perform the steps of any of the methods described herein, potentially with different components performing a respective steps or a respective group of steps. Although presented as numbered steps, steps of methods herein can be performed at a same time or in a different order. Additionally, portions of these steps may be used with portions of other steps from other methods. Also, all or portions of a step may be optional. Additionally, any of the steps of any of the methods can be performed with modules, circuits, or other means for performing these steps.

The specific details of particular embodiments may be combined in any suitable manner without departing from the spirit and scope of embodiments of the invention. However, other embodiments of the invention may be directed to specific embodiments relating to each individual aspect, or specific combinations of these individual aspects.

The above description of exemplary embodiments of the invention has been presented for the purposes of illustration and description. It is not intended to be exhaustive or to limit the invention to the precise form described, and many modifications and variations are possible in light of the teaching above. The embodiments were chosen and described in order to best explain the principles of the invention and its practical applications to thereby enable others skilled in the art to best utilize the invention in various embodiments and with various modifications as are suited to the particular use contemplated.

A recitation of “a”, “an” or “the” is intended to mean “one or more” unless specifically indicated to the contrary.

All patents, patent applications, publications, and descriptions mentioned here are incorporated by reference in their entirety for all purposes. None is admitted to be prior art.

APPENDIX

TABLE S2A List of 100 most hypermethylated regions identified from first trimester chorionic villus sample and maternal blood cells. Size Maternal Methylation Chromosome Start End (bp) blood cells CVS P-values Difference chr13 113063600 113064100 500 0.009 0.9 3.67E−15 0.891 chr6 36279700 36280200 500 0.0068 0.8957 2.39E−22 0.8889 chr16 66876000 66876500 500 0.0327 0.9211 3.82E−21 0.8884 chr10 163500 164000 500 0.0195 0.9034 3.60E−35 0.8839 chr9 3518300 3518800 500 0.0263 0.9045 1.32E−26 0.8782 chr12 31877100 31877600 500 0.007 0.8784 3.08E−22 0.8714 chr22 37477400 37478400 1000 0.0152 0.8848 0.00E+00 0.8696 chr4 148940500 148941000 500 0.0055 0.8717 4.40E−29 0.8662 chr5 131836300 131836800 500 0.075 0.9403 1.54E−10 0.8653 chr17 26661700 26663600 1900 0.0187 0.875 2.95E−38 0.8563 chr2 105758600 105759600 1000 0.0305 0.8828 1.19E−53 0.8523 chr22 39188800 39189800 1000 0 0.8514 2.05E−46 0.8514 chr3 153443900 153444900 1000 0.0436 0.8945 5.43E−34 0.8509 chr6 25149600 25150600 1000 0.0135 0.8632 0.00E+00 0.8497 chr5 98296800 98297300 500 0.0432 0.8925 4.97E−23 0.8493 chr7 150679900 150680400 500 0.0496 0.8944 6.50E−17 0.8448 chr7 107563100 107563600 500 0.0495 0.8895 9.58E−26 0.84 chr7 37348300 37349300 1000 0.0012 0.8409 0.00E+00 0.8397 chr14 58837800 58838300 500 0.0097 0.848 3.35E−16 0.8383 chr6 119238100 119238600 500 0.0899 0.928 2.38E−19 0.8381 chr15 93669900 93670400 500 0.0753 0.913 2.19E−10 0.8377 chr17 26669200 26670200 1000 0.0221 0.859 1.44E−29 0.8369 chr2 88108100 88108600 500 0.075 0.9109 3.55E−17 0.8359 chr13 98363800 98364300 500 0.11 0.9457 1.28E−11 0.8357 chr16 66948000 66948500 500 0.0331 0.8685 0.00E+00 0.8354 chr6 42098000 42098500 500 0.0484 0.8835 3.73E−16 0.8351 chr3 129876000 129876500 500 0.0565 0.8897 8.81E−17 0.8332 chr3 142700300 142700800 500 0.0063 0.8393 2.59E−22 0.833 chr8 145883800 145884300 500 0.0392 0.872 0.00E+00 0.8328 chr10 8320700 8321200 500 0.0566 0.8871 9.40E−09 0.8305 chr3 120438100 120438600 500 0.102 0.9292 7.09E−16 0.8272 chr3 173792600 173793100 500 0.0182 0.8453 2.84E−39 0.8271 chr17 40320700 40321200 500 0.0539 0.8788 6.50E−30 0.8249 chr15 72076200 72076700 500 0.0299 0.8525 6.48E−10 0.8226 chr16 29663900 29665400 1500 0.0081 0.8305 0.00E+00 0.8224 chr11 66961100 66962100 1000 0.0489 0.8712 0.00E+00 0.8223 chr9 27083100 27084100 1000 0.097 0.9177 2.37E−55 0.8207 chr9 111249600 111250100 500 0.0613 0.8795 1.99E−20 0.8182 chr14 101412400 101412900 500 0 0.8167 8.26E−32 0.8167 chr1 242549200 242549700 500 0 0.8155 3.50E−21 0.8155 chr8 38642800 38643300 500 0.0191 0.8346 3.22E−41 0.8155 chr4 85893600 85894100 500 0.0394 0.8533 1.45E−15 0.8139 chr5 142368600 142369100 500 0.0385 0.8523 1.18E−18 0.8138 chr8 130969500 130970000 500 0.069 0.8824 2.42E−24 0.8134 chr2 196783900 196784400 500 0 0.8123 3.63E−40 0.8123 chr16 49258100 49258600 500 0.0733 0.8851 4.29E−18 0.8118 chr1 232601200 232601700 500 0.0594 0.8707 1.73E−13 0.8113 chr1 109039500 109040000 500 0.0366 0.8471 1.07E−11 0.8105 chr17 59491300 59491800 500 0.0662 0.8758 2.15E−17 0.8096 chr21 42194100 42194600 500 0.11 0.9182 1.61E−12 0.8082 chr9 116174500 116175500 1000 0.0062 0.8132 1.98E−60 0.807 chr15 73429200 73429700 500 0 0.8066 9.81E−33 0.8066 chr6 157462800 157463300 500 0.0758 0.8819 7.94E−16 0.8061 chr3 16858500 16859500 1000 0.0021 0.8068 4.76E−68 0.8047 chr9 96662800 96663300 500 0.0614 0.8651 6.79E−28 0.8037 chr9 88143000 88143500 500 0.1538 0.9559 7.43E−09 0.8021 chr19 16090000 16091000 1000 0.0899 0.8904 1.60E−53 0.8005 chr15 29436300 29437300 1000 0.0553 0.8556 1.18E−80 0.8003 chr11 77816100 77816600 500 0.1069 0.9068 2.31E−17 0.7999 chr10 30346800 30347300 500 0.1212 0.9211 7.48E−07 0.7999 chr1 89510300 89511300 1000 0.0203 0.8191 3.53E−77 0.7988 chr3 125986100 125986600 500 0.1686 0.9674 5.24E−22 0.7988 chr19 60162800 60163300 500 0.0127 0.8113 9.99E−19 0.7986 chr16 73655900 73656900 1000 0.082 0.8806 4.48E−41 0.7986 chr16 30104300 30105800 1500 0.0298 0.8282 0.00E+00 0.7984 chr10 118642400 118642900 500 0.0588 0.8571 8.63E−11 0.7983 chr16 4495000 4496000 1000 0.0632 0.8615 2.27E−44 0.7983 chr1 2048300 2048800 500 0.0309 0.8289 1.19E−80 0.798 chr2 136481800 136482800 1000 0.0554 0.8533 8.50E−48 0.7979 chr10 29959200 29959700 500 0.1429 0.94 2.60E−08 0.7971 chr6 139642400 139642900 500 0.0618 0.8585 2.16E−29 0.7967 chr14 69825300 69825800 500 0.0654 0.8615 6.85E−14 0.7961 chr8 49739700 49740200 500 0.0324 0.828 2.88E−30 0.7956 chr17 42205700 42206200 500 0.057 0.852 2.11E−30 0.795 chr4 77445300 77445800 500 0.0442 0.8377 1.79E−35 0.7935 chr17 53762700 53766300 3600 0.0003 0.7926 0.00E+00 0.7923 chr17 44269900 44270400 500 0.026 0.8182 3.49E−21 0.7922 chr6 42462700 42463200 500 0.0761 0.8678 4.74E−22 0.7917 chr2 23396200 23396700 500 0.0333 0.8235 1.25E−14 0.7902 chr9 100921100 100921600 500 0.0244 0.814 3.32E−21 0.7896 chr7 74016100 74016600 500 0.1442 0.9333 6.74E−10 0.7891 chr6 157879000 157879500 500 0.133 0.9219 6.36E−17 0.7889 chr3 3189400 3190400 1000 0.0693 0.8571 1.38E−24 0.7878 chr16 29581500 29584500 3000 0.0081 0.7956 0.00E+00 0.7875 chr17 42201800 42202800 1000 0.0884 0.8751 0.00E+00 0.7867 chr11 94257000 94257500 500 0.1122 0.8986 4.29E−10 0.7864 chr10 14741600 14742100 500 0.0139 0.8 1.73E−20 0.7861 chr21 33826900 33827400 500 0.0879 0.8739 2.81E−11 0.786 chr4 130057200 130057700 500 0.0893 0.875 1.76E−13 0.7857 chr21 35343400 35343900 500 0 0.7853 7.43E−18 0.7853 chr12 105372800 105373300 500 0.0923 0.8767 8.67E−22 0.7844 chr5 10799800 10800300 500 0.1429 0.9263 8.21E−17 0.7834 chr5 16753100 16753600 500 0.041 0.8241 1.40E−15 0.7831 chr3 135746000 135746500 500 0.1429 0.9259 2.86E−09 0.783 chr6 53708300 53708800 500 0.0412 0.8235 2.74E−31 0.7823 chr2 128122900 128123400 500 0.0634 0.8455 4.82E−21 0.7821 chr5 150574200 150574700 500 0.0876 0.8696 1.56E−20 0.782 chr16 84326000 84327000 1000 0.1071 0.8891 3.58E−61 0.782 chr1 26744500 26745500 1000 0.0336 0.8152 0.00E+00 0.7816 chr2 234882000 234882500 500 0.0392 0.819 7.63E−14 0.7798

TABLE S2B List of 100 most hypomethylated regions identified from first trimester chorionic villus sample and maternal blood cells. Size Maternal Methylation Chromosome Start End (bp) blood cells CVS P-values Difference chr18 12217500 12218500 1000 0.9873 0 3.05E−25 0.9873 chr17 22885400 22885900 500 0.9714 0.0161 8.92E−12 0.9553 chr3 184827100 184827600 500 0.9875 0.033 4.79E−16 0.9545 chr5 148968300 148968800 500 0.98 0.0426 6.70E−09 0.9374 chr10 104794500 104795000 500 0.973 0.0385 9.33E−10 0.9345 chr4 84977900 84978400 500 0.9643 0.0417 2.98E−08 0.9226 chr3 180395300 180395800 500 0.9877 0.0667 6.72E−08 0.921 chr2 138908300 138908800 500 0.939 0.0208 1.10E−16 0.9182 chr6 139873100 139873600 500 0.9667 0.0526 1.29E−07 0.914 chr8 59604700 59605200 500 0.9468 0.033 2.88E−14 0.9138 chr6 167622300 167622800 500 0.9452 0.0316 3.86E−14 0.9136 chr3 175701300 175701800 500 0.9846 0.0735 7.43E−10 0.9111 chr13 59246400 59246900 500 0.9402 0.0313 2.31E−11 0.9089 chr12 71263600 71264100 500 0.9296 0.0213 1.08E−08 0.9083 chr5 39459400 39459900 500 0.9219 0.014 5.01E−22 0.9079 chr17 24904700 24905200 500 0.9161 0.0092 5.04E−35 0.9069 chr12 31889900 31890400 500 0.9524 0.0465 6.78E−13 0.9059 chr3 152897800 152898300 500 0.9402 0.0345 1.70E−17 0.9057 chr1 40378700 40379200 500 0.9565 0.0526 3.31E−09 0.9039 chr12 43979300 43979800 500 0.952 0.05 6.68E−13 0.902 chr18 1395900 1397400 1500 0.9308 0.0293 0.00E+00 0.9015 chr1 223482900 223483400 500 0.9579 0.0575 3.36E−24 0.9004 chr9 130357000 130357500 500 0.9282 0.0286 9.19E−13 0.8996 chr3 72878300 72878800 500 0.9612 0.0625 8.20E−14 0.8987 chr7 84347200 84348700 1500 0.9401 0.0418 0.00E+00 0.8983 chr15 37317500 37318000 500 0.9358 0.0385 7.58E−14 0.8973 chr8 42528600 42529100 500 0.9302 0.0337 1.73E−14 0.8965 chr6 134914000 134914500 500 0.9037 0.0076 4.84E−21 0.8961 chr13 56207100 56208100 1000 0.9184 0.0245 0.00E+00 0.894 chr2 209074000 209074500 500 0.9309 0.037 6.13E−27 0.8938 chr12 74021100 74022100 1000 0.9513 0.058 0.00E+00 0.8933 chr4 118939300 118939800 500 0.9192 0.0276 6.58E−27 0.8916 chr5 12626600 12628600 2000 0.9266 0.0355 0.00E+00 0.8911 chr5 105517300 105518300 1000 0.927 0.0359 0.00E+00 0.891 chr12 70056300 70057300 1000 0.9488 0.0609 0.00E+00 0.888 chr6 153238200 153239200 1000 0.9123 0.0244 0.00E+00 0.8879 chr17 60374800 60375300 500 0.9655 0.0777 3.64E−14 0.8878 chr14 68272700 68273200 500 0.9389 0.0523 1.23E−22 0.8866 chr19 54533800 54534800 1000 0.9117 0.0262 0.00E+00 0.8855 chr12 15392200 15393200 1000 0.9307 0.0457 0.00E+00 0.885 chr1 212517400 212517900 500 0.9266 0.0417 9.81E−12 0.8849 chr10 49344400 49345400 1000 0.9422 0.0579 0.00E+00 0.8844 chr3 47410400 47410900 500 0.9213 0.0381 5.59E−16 0.8832 chr3 879500 880000 500 0.9455 0.0625 8.06E−06 0.883 chr2 31572400 31573400 1000 0.9176 0.0357 0.00E+00 0.8819 chr1 89131200 89131700 500 0.9314 0.0498 5.15E−70 0.8816 chr8 94832000 94832500 500 0.9156 0.0351 2.16E−65 0.8805 chr7 14008300 14009800 1500 0.9349 0.0545 0.00E+00 0.8804 chr12 12971300 12972300 1000 0.9361 0.0559 0.00E+00 0.8802 chr5 43114700 43115200 500 0.9638 0.0842 1.79E−13 0.8796 chr11 107872400 107872900 500 0.9472 0.0677 2.31E−32 0.8794 chr8 49757600 49758100 500 0.9048 0.0269 3.15E−52 0.8779 chr13 33106400 33106900 500 0.9384 0.0606 9.54E−15 0.8778 chr3 190658800 190659300 500 0.9388 0.0617 2.71E−22 0.877 chr1 181508000 181508500 500 0.9259 0.0495 3.78E−15 0.8764 chr1 180436900 180437400 500 0.9412 0.0652 2.36E−13 0.876 chr6 122642800 122643800 1000 0.9218 0.0458 0.00E+00 0.8759 chr5 166429300 166429800 500 0.9551 0.08 5.26E−05 0.8751 chr12 14972900 14973400 500 0.9483 0.0733 2.10E−18 0.8749 chr5 123933900 123934400 500 0.943 0.0683 1.12E−39 0.8746 chr2 15969400 15970400 1000 0.8939 0.0196 9.43E−46 0.8743 chr3 167635200 167636200 1000 0.9363 0.0625 9.03E−41 0.8738 chr5 159442700 159443200 500 0.9174 0.044 6.27E−14 0.8734 chr4 48027200 48027700 500 0.9839 0.1111 8.89E−06 0.8728 chr6 140071500 140072000 500 0.9234 0.0506 4.39E−33 0.8728 chr10 22356300 22356800 500 0.9548 0.0822 1.04E−18 0.8726 chr8 61007300 61007800 500 0.9197 0.0476 1.24E−15 0.8721 chr11 95463500 95464000 500 0.9348 0.0629 1.16E−20 0.8718 chr2 216399800 216400300 500 0.938 0.0667 5.98E−06 0.8713 chr18 57359700 57360200 500 0.9293 0.0584 1.77E−19 0.871 chr3 102734400 102734900 500 0.8917 0.0207 7.94E−22 0.871 chr1 173605700 173606200 500 0.96 0.0891 5.46E−13 0.8709 chr2 86993700 86995700 2000 0.8965 0.0261 0.00E+00 0.8704 chr3 162621100 162621600 500 0.9226 0.0526 7.89E−38 0.8699 chr12 10144800 10145300 500 0.929 0.0598 3.45E−17 0.8691 chr3 113855100 113855600 500 0.9667 0.0982 3.97E−14 0.8685 chr2 156958200 156959200 1000 0.9252 0.0571 8.89E−50 0.8681 chr2 55775000 55776000 1000 0.9159 0.0483 0.00E+00 0.8676 chr6 124898400 124898900 500 0.8987 0.0313 1.91E−15 0.8675 chr5 42003700 42004700 1000 0.9262 0.0588 0.00E+00 0.8674 chr3 24162200 24162700 500 0.883 0.0161 1.75E−27 0.8668 chr6 35394000 35395000 1000 0.9204 0.0539 0.00E+00 0.8665 chr17 8451800 8453300 1500 0.9376 0.0714 0.00E+00 0.8662 chr14 53487700 53488700 1000 0.9013 0.0353 0.00E+00 0.866 chr7 98572800 98573300 500 0.9651 0.0995 8.37E−26 0.8656 chr6 52298700 52299200 500 0.9427 0.0772 1.31E−28 0.8655 chr6 159047900 159048400 500 0.908 0.0426 3.34E−08 0.8655 chr14 22152600 22153100 500 0.9085 0.0435 4.43E−17 0.865 chr12 103285000 103285500 500 0.9321 0.0674 0.00E+00 0.8647 chr7 43302200 43302700 500 0.968 0.1037 6.40E−16 0.8643 chr14 22247400 22247900 500 0.9804 0.1163 3.83E−06 0.8641 chr2 66780900 66781400 500 0.9355 0.0714 8.37E−09 0.8641 chr12 97393000 97393500 500 0.9045 0.0408 3.46E−21 0.8637 chr5 162797900 162798900 1000 0.9271 0.0635 1.75E−57 0.8636 chr2 83598400 83599400 1000 0.9354 0.0719 0.00E+00 0.8635 chr11 111358800 111359300 500 0.9156 0.0523 4.15E−24 0.8632 chr11 104891100 104892600 1500 0.9164 0.0533 0.00E+00 0.863 chr1 184583600 184584100 500 0.9647 0.1026 3.02E−13 0.8621 chr5 132350500 132351500 1000 0.9042 0.0426 1.86E−36 0.8616 chr5 53268300 53268800 500 0.972 0.1111 4.76E−16 0.8609

TABLE S2C List of 100 most hypermethylated regions identified from third trimester placental tissue and maternal blood cells. Size Maternal Term Methylation Chromosome Start End (bp) blood cells placenta P-values Difference chr4 78129700 78130200 500 0.0488 0.9747 3.97E−33 0.926 chr5 131467400 131467900 500 0.0213 0.9275 7.10E−27 0.9063 chr17 26661700 26663600 1900 0.0187 0.9226 1.79E−41 0.9039 chr4 148940500 148941000 500 0.0055 0.9079 1.82E−29 0.9024 chr9 100921100 100921600 500 0.0244 0.9242 1.38E−25 0.8998 chr6 137114200 137114700 500 0 0.8934 8.87E−14 0.8934 chr3 173792600 173793100 500 0.0182 0.9091 1.70E−42 0.8908 chr5 98296800 98297300 500 0.0432 0.9333 2.58E−23 0.8901 chr12 44898000 44898500 500 0 0.8889 4.47E−11 0.8889 chr3 197328900 197329400 500 0.0169 0.9048 5.55E−10 0.8878 chr8 49739700 49740200 500 0.0324 0.9194 5.71E−34 0.887 chr12 122279300 122279800 500 0.0135 0.8969 3.46E−21 0.8834 chr17 43092200 43092700 500 0 0.8824 4.34E−10 0.8824 chr7 107563100 107563600 500 0.0495 0.931 1.05E−28 0.8815 chr11 72543200 72543700 500 0.0377 0.9167 2.94E−09 0.8789 chr14 58837800 58838300 500 0.0097 0.886 9.16E−18 0.8763 chr3 153443900 153444900 1000 0.0436 0.9197 6.24E−39 0.876 chr3 16953200 16953700 500 0.0896 0.9655 6.78E−09 0.876 chr17 42205700 42206200 500 0.057 0.933 1.13E−31 0.8759 chr6 53217600 53218100 500 0.0818 0.9571 1.54E−19 0.8754 chr3 112749000 112749500 500 0.0403 0.9154 4.11E−22 0.8752 chr8 22453700 22454200 500 0.003 0.8765 1.64E−50 0.8735 chr1 162860900 162861400 500 0.023 0.8932 8.37E−14 0.8702 chr6 36279700 36280200 500 0.0068 0.8762 1.14E−21 0.8694 chr5 80962500 80963000 500 0 0.8679 2.08E−15 0.8679 chr16 11312500 11313000 500 0 0.8679 2.14E−10 0.8679 chr16 29663900 29665400 1500 0.0081 0.8759 0.00E+00 0.8678 chr3 120438100 120438600 500 0.102 0.9639 2.98E−15 0.8618 chr8 134157000 134157500 500 0.0625 0.9219 6.10E−20 0.8594 chr6 42620900 42621400 500 0 0.8571 5.68E−08 0.8571 chr5 131836300 131836800 500 0.075 0.9315 1.26E−10 0.8565 chr14 60290000 60290500 500 0 0.8544 5.63E−14 0.8544 chr6 42850300 42851300 1000 0.0676 0.9211 2.38E−24 0.8534 chr8 28974100 28974600 500 0.0394 0.8927 2.03E−51 0.8533 chr22 22368500 22369000 500 0.0248 0.8778 1.18E−70 0.8529 chr14 69825300 69825800 500 0.0654 0.9174 2.73E−14 0.852 chr3 142700300 142700800 500 0.0063 0.8582 2.56E−23 0.8519 chr17 59491300 59491800 500 0.0662 0.9175 1.81E−16 0.8513 chr15 30881700 30882200 500 0.0493 0.8995 2.38E−26 0.8502 chr15 91496300 91496800 500 0 0.85 3.13E−17 0.85 chr17 18745300 18745800 500 0.0294 0.8775 3.47E−51 0.848 chr15 29436500 29437000 500 0.0336 0.8811 2.62E−66 0.8476 chr2 217795300 217795800 500 0 0.8472 1.78E−22 0.8472 chr11 16328100 16328600 500 0.0278 0.875 3.43E−11 0.8472 chr13 113063500 113064000 500 0.0102 0.8571 1.82E−15 0.8469 chr5 40472400 40472900 500 0.0197 0.8664 7.54E−35 0.8467 chr1 242549200 242549700 500 0 0.8462 8.53E−23 0.8462 chr11 58099100 58099600 500 0.0162 0.8612 4.45E−35 0.845 chr9 16020400 16020900 500 0.0132 0.8555 8.05E−23 0.8423 chr8 37550700 37551200 500 0.0093 0.8512 1.11E−16 0.8419 chr5 75722400 75722900 500 0.1215 0.9627 5.97E−23 0.8411 chr19 60454700 60455200 500 0.0316 0.8722 2.44E−62 0.8405 chr4 99587100 99587600 500 0.0128 0.8526 1.49E−12 0.8398 chr6 25149600 25150600 1000 0.0135 0.8514 0.00E+00 0.8379 chr1 32065200 32065700 500 0 0.8371 1.09E−44 0.8371 chr7 5337200 5337700 500 0.0727 0.9098 2.18E−14 0.8371 chr17 44269900 44270400 500 0.026 0.8621 3.94E−22 0.8361 chr1 36180800 36181300 500 0.0714 0.9067 1.23E−09 0.8352 chr18 10472700 10473700 1000 0.0713 0.9064 9.35E−70 0.8351 chr5 350000 350500 500 0.0297 0.8643 1.49E−16 0.8346 chr2 136481800 136482800 1000 0.0554 0.8887 1.87E−52 0.8332 chr4 89241100 89241600 500 0.1091 0.9423 1.05E−12 0.8332 chr17 40320700 40321200 500 0.0539 0.8859 6.94E−31 0.832 chr7 133897200 133897700 500 0.0769 0.9077 1.64E−24 0.8308 chr8 98060600 98061100 500 0.0741 0.9048 3.11E−07 0.8307 chr8 134141500 134142000 500 0 0.829 2.77E−58 0.829 chr14 80250600 80251100 500 0.0839 0.9122 2.05E−18 0.8283 chr2 100730900 100731400 500 0.0787 0.9067 4.85E−11 0.828 chr2 88108100 88108600 500 0.075 0.901 2.10E−16 0.826 chr19 16338500 16339500 1000 0.0011 0.8259 0.00E+00 0.8247 chr5 141791900 141792900 1000 0.0225 0.8467 0.00E+00 0.8243 chr11 116227400 116227900 500 0 0.8242 1.01E−17 0.8242 chr22 48705500 48706000 500 0.0649 0.8891 4.00E−76 0.8242 chr9 3518300 3518800 500 0.0263 0.8493 6.66E−25 0.823 chr11 16791000 16791500 500 0.1095 0.9322 1.05E−22 0.8228 chr3 135746000 135746500 500 0.1429 0.9651 7.63E−10 0.8223 chr1 19323400 19323900 500 0.0411 0.8624 2.36E−20 0.8213 chr9 96662800 96663300 500 0.0614 0.8826 1.07E−28 0.8212 chr7 37348300 37349300 1000 0.0012 0.821 0.00E+00 0.8198 chr2 234882000 234882500 500 0.0392 0.8591 5.36E−15 0.8198 chr6 44694000 44694500 500 0.1024 0.9222 5.68E−19 0.8198 chr17 18320500 18321000 500 0 0.8197 2.78E−39 0.8197 chr22 28992000 28994000 2000 0.0012 0.8195 0.00E+00 0.8183 chr17 53762700 53766300 3600 0.0003 0.8179 0.00E+00 0.8176 chr1 114215500 114216000 500 0 0.8169 2.24E−20 0.8169 chr6 13381700 13382700 1000 0.0037 0.8206 1.03E−40 0.8169 chr5 17045400 17045900 500 0.0235 0.84 3.24E−13 0.8165 chr12 110924300 110924800 500 0.0855 0.9016 1.01E−18 0.816 chr1 200499800 200500300 500 0.011 0.8269 9.73E−24 0.8159 chr4 8311000 8311500 500 0.053 0.8687 7.82E−18 0.8157 chr8 6535300 6535800 500 0.0667 0.8824 5.25E−09 0.8157 chr6 42462700 42463200 500 0.0761 0.8919 5.78E−23 0.8157 chr1 91969900 91970400 500 0.0172 0.8325 5.23E−18 0.8152 chr2 105758600 105759600 1000 0.0305 0.8455 5.15E−52 0.815 chr21 37538500 37539000 500 0.1595 0.9745 8.81E−16 0.815 chr9 92953000 92953500 500 0.0189 0.8333 1.88E−15 0.8145 chr16 30104400 30105900 1500 0.0505 0.8636 0.00E+00 0.8131 chr1 234184400 234185400 1000 0.0346 0.8477 9.66E−31 0.813 chr8 19116400 19116900 500 0 0.8125 9.33E−11 0.8125 chr4 141194300 141195300 1000 0.0865 0.899 5.46E−30 0.8125

TABLE S2D List of 100 most hypomethylated regions identified from third trimester placental tissue and maternal blood cells. Size Maternal Term Methylation Chromosome Start End (bp) blood cells placenta P-values Difference chr9 40380300 40380800 500 0.9667 0 1.13E−06 0.9667 chr1 31769200 31769700 500 0.9548 0.0256 5.57E−25 0.9291 chr18 12217600 12218100 500 0.9873 0.0602 1.63E−19 0.9271 chr20 19704400 19704900 500 0.9426 0.018 4.34E−18 0.9246 chr15 37317500 37318000 500 0.9358 0.0132 1.90E−25 0.9226 chrX 83368400 83368900 500 0.913 0 3.15E−07 0.913 chr11 27549100 27549600 500 0.9224 0.0123 3.92E−24 0.9101 chr18 58141500 58142000 500 0.9737 0.0645 1.07E−09 0.9092 chr1 159897000 159897500 500 0.9067 0 2.53E−16 0.9067 chr7 84347200 84348700 1500 0.9401 0.0407 0.00E+00 0.8994 chr2 216916100 216916600 500 0.9695 0.0714 2.13E−16 0.8981 chr7 144200000 144200500 500 0.9294 0.0317 1.24E−10 0.8977 chr1 241331600 241332100 500 0.9198 0.0227 0.00E+00 0.8971 chr7 123190000 123191000 1000 0.9341 0.0384 0.00E+00 0.8957 chr5 12626600 12628600 2000 0.9266 0.0321 0.00E+00 0.8944 chr12 12971300 12972300 1000 0.9361 0.0438 0.00E+00 0.8923 chr22 20936500 20937000 500 0.9528 0.0606 1.87E−06 0.8922 chr13 31321900 31322400 500 0.9231 0.0313 1.43E−06 0.8918 chr22 21701500 21702000 500 0.9579 0.0667 1.30E−09 0.8912 chr10 104794400 104794900 500 1 0.1111 6.10E−09 0.8889 chr7 21835800 21836300 500 0.9156 0.0267 3.85E−13 0.8889 chr10 16134800 16135300 500 0.95 0.0635 4.79E−10 0.8865 chr3 47410400 47410900 500 0.9213 0.0357 6.63E−17 0.8855 chr10 49344400 49345400 1000 0.9422 0.0571 0.00E+00 0.8851 chr2 209073900 209074400 500 0.9196 0.0353 1.63E−22 0.8843 chr1 89131200 89131700 500 0.9314 0.0472 1.05E−75 0.8842 chr3 167118500 167119500 1000 0.9365 0.0527 0.00E+00 0.8838 chr18 1395900 1397400 1500 0.9308 0.0472 0.00E+00 0.8836 chr2 59670300 59670800 500 0.9433 0.0599 5.09E−23 0.8834 chr14 28368900 28369400 500 0.9446 0.0619 5.03E−64 0.8827 chr3 126028800 126029300 500 0.9379 0.0556 1.83E−20 0.8823 chr9 69378900 69379900 1000 0.8816 0 6.02E−51 0.8816 chr5 105517300 105518300 1000 0.927 0.0461 0.00E+00 0.8808 chr2 31572400 31573400 1000 0.9176 0.037 0.00E+00 0.8806 chr5 42003700 42004700 1000 0.9262 0.0462 0.00E+00 0.88 chr14 94718300 94718800 500 0.9548 0.0764 6.67E−19 0.8784 chr19 56417800 56418300 500 0.9615 0.0833 1.71E−06 0.8782 chr2 70183000 70183500 500 0.9694 0.0914 9.49E−39 0.878 chr4 118939300 118939800 500 0.9192 0.0412 2.20E−34 0.878 chr13 59246400 59246900 500 0.9402 0.0633 5.40E−12 0.8769 chr12 74021100 74022100 1000 0.9513 0.0752 0.00E+00 0.8761 chr2 173432500 173433000 500 0.9529 0.0778 5.39E−12 0.8752 chr16 24004400 24004900 500 0.9239 0.0488 3.25E−23 0.8751 chr13 27596300 27597300 1000 0.9538 0.0795 0.00E+00 0.8743 chr15 88904300 88904800 500 0.9212 0.0481 7.69E−27 0.8731 chr18 12720200 12721200 1000 0.9346 0.0618 0.00E+00 0.8728 chr15 60975900 60976900 1000 0.9311 0.0587 0.00E+00 0.8724 chr21 39630100 39631100 1000 0.9423 0.07 4.68E−43 0.8723 chr5 123933900 123934400 500 0.943 0.0707 2.60E−38 0.8722 chr8 77382600 77383600 1000 0.9117 0.0395 0.00E+00 0.8722 chr21 32238800 32239300 500 0.9396 0.0677 1.28E−18 0.8719 chr5 175019600 175020100 500 0.9542 0.0828 4.34E−20 0.8714 chr8 134437400 134438400 1000 0.9083 0.037 4.79E−29 0.8713 chr5 69668800 69669300 500 0.9194 0.0492 2.88E−09 0.8702 chr1 60877900 60878900 1000 0.9378 0.068 0.00E+00 0.8698 chr16 80650400 80650900 500 0.9309 0.0611 2.49E−32 0.8698 chr18 59388800 59389300 500 0.9706 0.1008 4.84E−15 0.8697 chr2 15969400 15970400 1000 0.8939 0.0244 3.07E−52 0.8695 chr13 56207100 56208100 1000 0.9184 0.0505 0.00E+00 0.868 chr3 180395300 180395800 500 0.9877 0.12 1.73E−09 0.8677 chr6 153238200 153239200 1000 0.9123 0.0452 0.00E+00 0.8671 chr18 61635100 61635600 500 0.9268 0.06 2.77E−13 0.8668 chr3 177562200 177563200 1000 0.9121 0.0455 0.00E+00 0.8666 chr4 160368300 160370200 1900 0.9272 0.0606 0.00E+00 0.8665 chr6 144626900 144627400 500 0.9114 0.046 2.10E−12 0.8654 chr16 59885500 59886500 1000 0.9407 0.0757 1.12E−62 0.865 chr1 55667100 55667600 500 0.9095 0.0446 8.62E−39 0.8649 chr2 83598300 83599300 1000 0.9366 0.0718 0.00E+00 0.8648 chr4 105135200 105136200 1000 0.913 0.0486 0.00E+00 0.8644 chr14 32048400 32048900 500 0.9142 0.0499 5.43E−53 0.8643 chr1 223482700 223483700 1000 0.9636 0.0997 2.69E−34 0.864 chr14 47487700 47488200 500 0.915 0.0514 5.45E−33 0.8636 chr3 104515000 104515500 500 1 0.1373 1.08E−06 0.8627 chr7 14008300 14009800 1500 0.9349 0.0725 0.00E+00 0.8624 chr1 243134000 243135500 1500 0.9208 0.0588 0.00E+00 0.8619 chr10 14156400 14156900 500 0.9105 0.0489 0.00E+00 0.8616 chr2 118616200 118617200 1000 0.9178 0.0565 0.00E+00 0.8613 chr17 8455500 8456000 500 0.8941 0.0331 1.94E−18 0.8611 chr12 15392200 15393200 1000 0.9307 0.0697 0.00E+00 0.861 chr8 81275900 81276900 1000 0.9291 0.0684 0.00E+00 0.8606 chr1 234269300 234269800 500 0.9471 0.087 2.25E−25 0.8602 chr1 181970300 181970800 500 0.9167 0.0566 2.15E−08 0.8601 chr2 55775000 55776000 1000 0.9159 0.0559 0.00E+00 0.8599 chr3 88338000 88339000 1000 0.8909 0.0311 0.00E+00 0.8598 chr5 140078700 140079200 500 0.8852 0.0253 0.00E+00 0.8598 chr21 16720900 16721400 500 0.9317 0.0721 1.38E−15 0.8596 chr11 104891100 104892600 1500 0.9164 0.0569 0.00E+00 0.8595 chr1 184204700 184205200 500 0.9194 0.0603 8.16E−16 0.859 chr6 160732500 160733000 500 0.9191 0.0606 1.31E−10 0.8585 chr8 37134300 37134800 500 0.9151 0.0567 1.21E−26 0.8584 chr18 5869800 5870300 500 0.913 0.0548 1.21E−09 0.8582 chr1 98448100 98448600 500 0.9574 0.1 2.08E−05 0.8574 chr3 152897800 152898300 500 0.9402 0.0828 3.28E−18 0.8574 chr1 110304000 110304500 500 0.9783 0.121 2.60E−18 0.8572 chr2 86993600 86995600 2000 0.8965 0.0395 0.00E+00 0.857 chr19 15428100 15430600 2500 0.9424 0.0862 0.00E+00 0.8563 chr13 75176800 75177800 1000 0.9258 0.0697 3.09E−47 0.8561 chr13 24126700 24127200 500 0.9498 0.0938 1.57E−17 0.856 chr16 28238500 28240500 2000 0.9427 0.0868 0.00E+00 0.8559 chr2 158079500 158080500 1000 0.9199 0.0642 0.00E+00 0.8557

TABLE S3A List of the top 100 loci deduced to be hypermethylated from the first trimester maternal plasma bisulfite-sequencing data. Maternal Methyl- Chromo- blood ation some Start End cells CVS difference chr22 39189067 39189863 0 0.8444 0.8444 chr17 53763065 53764027 0 0.7922 0.7922 chr7 41887694 41888212 0 0.7614 0.7614 chr2 1.14E+08 1.14E+08 0 0.751 0.751 chr12 25096242 25097206 0 0.7098 0.7098 chr1 66574104 66574793 0 0.7025 0.7025 chr6 11489985 11490755 0 0.7004 0.7004 chr6 1.07E+08 1.07E+08 0 0.6978 0.6978 chr10 30858286 30858871 0 0.6693 0.6693 chr17 21131574 21132167 0 0.6496 0.6496 chr18 13454740 13455292 0 0.5468 0.5468 chr16 11298755 11299326 0 0.5373 0.5373 chr2 1.75E+08 1.75E+08 0 0.5196 0.5196 chr19 44060511 44061036 0 0.5128 0.5128 chr6 1.08E+08 1.08E+08 0 0.5 0.5 chr3 71261611 71262501 0 0.4587 0.4587 chr9 36247847 36248885 0 0.447 0.447 chr19 17819240 17820082 0 0.4279 0.4279 chr17 53769900 53770731 0 0.4102 0.4102 chr1 1.12E+08 1.12E+08 0.0002 0.6167 0.6166 chr7 1.34E+08 1.34E+08 0.0003 0.4351 0.4348 chr3 11658550 11659929 0.0004 0.4299 0.4295 chr17 53764417 53765963 0.0005 0.7967 0.7961 chr10 11246762 11249052 0.0005 0.4002 0.3997 chr22 28992647 28993434 0.0006 0.8092 0.8087 chr15 62460278 62461007 0.0006 0.4334 0.4328 chr1 31002038 31003474 0.0007 0.5926 0.5919 chr19  3129246  3132159 0.0008 0.7725 0.7717 chr12 1.21E+08 1.21E+08 0.0008 0.7303 0.7295 chr19 12304446 12305741 0.0009 0.6986 0.6978 chr3 67788734 67789395 0.001 0.9131 0.9121 chr9 1.32E+08 1.32E+08 0.001 0.7047 0.7037 chr19  6723370  6724479 0.001 0.689 0.688 chr3 1.84E+08 1.84E+08 0.001 0.4384 0.4374 chr2 53848089 53849214 0.001 0.4368 0.4358 chr17 59450886 59452113 0.0012 0.469 0.4678 chr5 1.72E+08 1.72E+08 0.0014 0.578 0.5766 chr21 35342527 35343373 0.0014 0.5392 0.5378 chr21 45164804 45165437 0.0015 0.4251 0.4236 chrX  3742417  3744601 0.0016 0.4486 0.447 chr21 45158293 45159003 0.0017 0.7799 0.7782 chr7 39839340 39839876 0.0017 0.4074 0.4057 chr2 1.75E+08 1.75E+08 0.0018 0.4816 0.4797 chr12 1.24E+08 1.24E+08 0.0019 0.6306 0.6287 chr3 50352688 50353823 0.002 0.624 0.622 chr9 97264382 97265523 0.0021 0.5008 0.4987 chr7 64178628 64179354 0.0021 0.4088 0.4066 chr9 94767202 94767802 0.0023 0.7568 0.7544 chr5 42986308 42988304 0.0023 0.4882 0.4859 chr17 63854127 63854693 0.0024 0.8266 0.8242 chr12 1.22E+08 1.22E+08 0.0024 0.4869 0.4844 chr17 16260170 16260909 0.0026 0.6404 0.6378 chr4 39874787 39875456 0.0027 0.7233 0.7206 chr12  6441080  6441608 0.0027 0.6228 0.6201 chr19 45015653 45016886 0.0028 0.5444 0.5416 chr6 30757752 30758823 0.0028 0.4783 0.4755 chr6 41636176 41637112 0.0028 0.4254 0.4226 chr12  6315199  6315765 0.0029 0.4613 0.4584 chr14 76576283 76577070 0.0029 0.4365 0.4336 chr16 48857790 48858300 0.0031 0.5625 0.5594 chr5  1.7E+08  1.7E+08 0.0031 0.4752 0.4721 chr13 26897813 26898557 0.0032 0.4354 0.4322 chr14 52753948 52754571 0.0032 0.4221 0.4189 chr1 1.66E+08 1.66E+08 0.0033 0.5579 0.5545 chr12 56157424 56158348 0.0033 0.47 0.4667 chr22 16079971 16080532 0.0034 0.6226 0.6193 chr7  1946410  1946975 0.0036 0.6826 0.6789 chr11  258799  259749 0.0036 0.5072 0.5037 chr6 13381944 13382477 0.0037 0.5945 0.5908 chr7 1.27E+08 1.27E+08 0.0037 0.5096 0.5058 chr13 23743886 23744467 0.0037 0.4534 0.4497 chr2 1.21E+08 1.21E+08 0.0038 0.7175 0.7137 chr21 25855853 25857105 0.0039 0.4661 0.4622 chr2 43211724 43212565 0.0039 0.4345 0.4306 chr12 1.08E+08 1.08E+08 0.0041 0.6024 0.5983 chr15 92928924 92929575 0.0041 0.4074 0.4033 chr19 10731043 10731636 0.0042 0.5868 0.5826 chr6 1.45E+08 1.45E+08 0.0043 0.5783 0.574 chr1 52875323 52875907 0.0044 0.4145 0.4101 chr14 75058186 75058956 0.0045 0.602 0.5975 chr12 1.21E+08 1.21E+08 0.0045 0.4821 0.4776 chr17 76873737 76874417 0.0046 0.6012 0.5966 chr2 2.38E+08 2.38E+08 0.0049 0.7654 0.7604 chr2 1.98E+08 1.98E+08 0.0049 0.7228 0.7179 chr6 1.47E+08 1.47E+08 0.0049 0.4967 0.4918 chr9 1.36E+08 1.36E+08 0.0049 0.4584 0.4535 chr1 67545402 67546771 0.005 0.4971 0.4921 chr6 1.58E+08 1.58E+08 0.0052 0.6145 0.6093 chr3  1.7E+08  1.7E+08 0.0052 0.5845 0.5794 chr1 2.34E+08 2.34E+08 0.0053 0.7033 0.6979 chr10 80715722 80716751 0.0053 0.6515 0.6462 chr4 48602901 48603736 0.0053 0.6315 0.6262 chr19 13957965 13958580 0.0053 0.599 0.5937 chr1 90081114 90082367 0.0053 0.4574 0.4521 chr2 1.06E+08 1.06E+08 0.0054 0.8858 0.8804 chr16 29664213 29665369 0.0054 0.8339 0.8285 chr1 1.59E+08 1.59E+08 0.0054 0.7663 0.7608 chr13 97926489 97927025 0.0054 0.6229 0.6175 chr1 41604452 41605277 0.0054 0.6011 0.5956 chr9 1.28E+08 1.28E+08 0.0054 0.5871 0.5818

TABLE S3B List of top 100 loci deduced to be hypomethylated from the first trimester maternal plasma bisulfite-sequencing data Maternal Methyl- Chromo- blood ation some Start End cells CVS difference chr1 235771917 235772426 0.9868 0.549 0.4377 chr1 97357972 97358622 0.9835 0.4805 0.503 chr1 4490516 4491074 0.9826 0.4793 0.5032 chr4 181124168 181124671 0.9825 0.4725 0.5099 chr16 71908694 71909213 0.982 0.5581 0.4239 chr3 182727915 182728477 0.981 0.3577 0.6233 chr5 115339535 115340038 0.9802 0.5455 0.4347 chr3 195855575 195856122 0.9801 0.3793 0.6008 chr6 155437621 155438161 0.9799 0.5991 0.3808 chr9 20468093 20468904 0.9798 0.4271 0.5527 chr10 90702298 90702987 0.9787 0.3324 0.6463 chr1 170581654 170582162 0.9785 0.4817 0.4968 chr3 108816849 108817794 0.9783 0.4793 0.4989 chr20 36912749 36913319 0.9783 0.5 0.4783 chr13 72517281 72517839 0.9782 0.4855 0.4927 chr12 103553001 103553677 0.9774 0.492 0.4854 chr22 27638905 27639408 0.9766 0.5385 0.4382 chr7 17290850 17291462 0.9763 0.59 0.3863 chr6 17227866 17228510 0.976 0.4058 0.5703 chr15 56998547 56999107 0.9754 0.3766 0.5988 chr7 70965945 70966842 0.9753 0.5893 0.386 chr3 32159338 32160065 0.9752 0.5379 0.4372 chr16 17043258 17043854 0.9752 0.5521 0.4231 chr16 22776223 22776850 0.9752 0.5735 0.4017 chr5 169344029 169344869 0.9751 0.4211 0.5541 chr11 34324955 34325722 0.975 0.5561 0.4189 chr8 58554745 58555376 0.9747 0.5784 0.3964 chr1 153933389 153934121 0.9746 0.463 0.5116 chr14 88003983 88004485 0.9745 0.5379 0.4366 chr3 151738501 151739120 0.9741 0.4901 0.484 chr14 105618699 105619606 0.974 0.3457 0.6283 chr16 24060085 24060702 0.9738 0.3991 0.5747 chr8 68941792 68942711 0.9738 0.5449 0.429 chr12 53208707 53209304 0.9737 0.4847 0.489 chr7 76892564 76893249 0.9736 0.5664 0.4072 chr3 69464294 69464971 0.9736 0.5893 0.3843 chr19 61401137 61401745 0.9732 0.4933 0.4799 chr11 124569867 124570490 0.9732 0.5136 0.4595 chr18 42618440 42619096 0.9732 0.5942 0.379 chr5 169398896 169399637 0.9731 0.498 0.4751 chr5 169328124 169328983 0.9731 0.572 0.401 chr20 34679880 34680448 0.9731 0.5922 0.3809 chr16 9042198 9042702 0.973 0.4286 0.5444 chr10 90205044 90205701 0.973 0.4407 0.5323 chr13 33236454 33236997 0.973 0.5906 0.3824 chr16 73284579 73285087 0.9729 0.5602 0.4127 chr8 29100691 29101428 0.9728 0.505 0.4678 chr2 202383851 202384447 0.9727 0.5461 0.4267 chr3 179501620 179502300 0.9722 0.5766 0.3956 chr6 107674976 107675906 0.9719 0.4434 0.5285 chr6 107880632 107881161 0.9718 0.5623 0.4095 chr12 56350283 56350933 0.9718 0.5909 0.3809 chr19 40636458 40637339 0.9717 0.4941 0.4776 chr2 223472599 223473287 0.9714 0.1824 0.7891 chr22 20709067 20709787 0.9714 0.5149 0.4565 chr19 46095583 46096190 0.9713 0.5385 0.4328 chr6 90258338 90259318 0.9712 0.3415 0.6297 chr2 54598347 54598933 0.9712 0.5894 0.3819 chr3 114810453 114811493 0.9711 0.5166 0.4545 chr19 15851125 15851654 0.9711 0.5236 0.4476 chr8 42889138 42890084 0.9711 0.5652 0.4059 chr18 52354390 52355064 0.971 0.598 0.373 chr15 38206236 38207010 0.9709 0.4186 0.5523 chr7 99700554 99701110 0.9708 0.305 0.6658 chr12 19487336 19487855 0.9708 0.4105 0.5603 chr7 87996908 87997437 0.9708 0.5462 0.4246 chr6 63628653 63629378 0.9707 0.529 0.4417 chr15 38209108 38209618 0.9706 0.5882 0.3824 chr19 6623769 6624450 0.9704 0.5179 0.4526 chr2 10794513 10795242 0.9704 0.5976 0.3728 chr2 118472785 118474454 0.9704 0.5992 0.3712 chr5 57820209 57820801 0.9701 0.5815 0.3886 chr10 100183380 100184702 0.9701 0.5826 0.3875 chr2 8151989 8152646 0.97 0.4701 0.4999 chr10 3938374 3938914 0.9699 0.1741 0.7958 chr9 123724524 123725439 0.9697 0.57 0.3997 chr14 89085469 89086097 0.9696 0.3278 0.6418 chr16 14129437 14130133 0.9695 0.5304 0.4392 chr5 60746367 60747191 0.9695 0.5571 0.4124 chr1 92002953 92003729 0.9694 0.52 0.4494 chr6 31264677 31265413 0.9693 0.5135 0.4558 chr7 99317013 99318281 0.9692 0.5117 0.4574 chr8 8808867 8809422 0.9692 0.5691 0.4002 chr19 20052165 20052720 0.969 0.2792 0.6898 chr8 129139026 129139573 0.969 0.3458 0.6232 chr11 122314929 122315458 0.969 0.4232 0.5458 chr13 98377663 98378165 0.9688 0.3319 0.6369 chr9 107606194 107606872 0.9688 0.449 0.5198 chr8 56096904 56097736 0.9688 0.5267 0.4422 chr7 128093836 128094339 0.9688 0.5929 0.3758 chr2 103109370 103109916 0.9686 0.3333 0.6352 chr3 101803534 101804063 0.9686 0.5027 0.4659 chr10 69505720 69506278 0.9684 0.2515 0.7169 chr13 26608225 26608754 0.9683 0.3614 0.6069 chr1 90993315 90993828 0.9683 0.5519 0.4164 chr6 11361243 11361801 0.9681 0.2578 0.7103 chr21 36529300 36529981 0.968 0.1944 0.7736 chr21 37813953 37814521 0.9679 0.2175 0.7505 chr2 15226273 15227211 0.9679 0.5134 0.4545 chr19 4102809 4103443 0.9679 0.5646 0.4034

TABLE S3C List of top 100 loci deduced to be hypermethylated from the third trimester maternal plasma bisulfite-sequencing data Maternal blood Term Methylation Chromosome Start End cells placenta difference chr17 53763065 53764027 0.0000 0.8680 0.8680 chr22 39189067 39189863 0.0000 0.8233 0.8233 chr10 30858286 30858871 0.0000 0.7713 0.7713 chr7 41887694 41888212 0.0000 0.7578 0.7578 chr2 1.14E+08 1.14E+08 0.0000 0.7500 0.7500 chr12 25096242 25097206 0.0000 0.7332 0.7332 chr6 1.07E+08 1.07E+08 0.0000 0.7229 0.7229 chr1 66574104 66574793 0.0000 0.7136 0.7136 chr16 11298755 11299326 0.0000 0.7005 0.7005 chr6 11489985 11490755 0.0000 0.6935 0.6935 chr18 13454740 13455292 0.0000 0.6594 0.6594 chr6 1.08E+08 1.08E+08 0.0000 0.6231 0.6231 chrX  3627885  3628549 0.0000 0.6133 0.6133 chr12  7979754  7980413 0.0000 0.6118 0.6118 chr3 71261611 71262501 0.0000 0.5938 0.5938 chr17 53769900 53770731 0.0000 0.5586 0.5586 chr11 1.18E+08 1.18E+08 0.0000 0.5558 0.5558 chr19 44060511 44061036 0.0000 0.5464 0.5464 chr2 2.38E+08 2.38E+08 0.0000 0.5330 0.5330 chr1 1.91E+08 1.91E+08 0.0000 0.5294 0.5294 chr1 1.44E+08 1.44E+08 0.0000 0.4857 0.4857 chr2 1.75E+08 1.75E+08 0.0000 0.4785 0.4785 chr4 15366889 15367646 0.0000 0.4729 0.4729 chr2 19537237 19537737 0.0000 0.4599 0.4599 chr1 1.15E+08 1.15E+08 0.0000 0.4351 0.4351 chr1 1.54E+08 1.54E+08 0.0000 0.4299 0.4299 chr14 51383387 51384149 0.0000 0.4186 0.4186 chr1 1.12E+08 1.12E+08 0.0002 0.5350 0.5348 chr3 11658550 11659929 0.0004 0.5579 0.5575 chr17 53764417 53765963 0.0005 0.7894 0.7889 chr22 28992647 28993434 0.0006 0.8053 0.8047 chr6 27214981 27215823 0.0006 0.4593 0.4587 chr1 31002038 31003474 0.0007 0.6309 0.6302 chr12 1.21E+08 1.21E+08 0.0008 0.7360 0.7352 chr19  3129246  3132159 0.0008 0.7257 0.7249 chr19 12304446 12305741 0.0009 0.6397 0.6388 chr6 28723918 28724965 0.0009 0.4344 0.4335 chr19  6723370  6724479 0.0010 0.7280 0.7270 chr2 53848089 53849214 0.0010 0.4060 0.4050 chr9 1.32E+08 1.32E+08 0.0010 0.7558 0.7548 chr3 67788734 67789395 0.0010 0.9219 0.9209 chr19 18276368 18277132 0.0011 0.5136 0.5125 chr17 59450886 59452113 0.0012 0.5196 0.5184 chr17 74243852 74244670 0.0012 0.4117 0.4105 chr3 1.85E+08 1.85E+08 0.0014 0.4961 0.4948 chr21 35342527 35343373 0.0014 0.5126 0.5112 chr5 1.72E+08 1.72E+08 0.0014 0.6531 0.6516 chr21 45164804 45165437 0.0015 0.4364 0.4349 chrX  3742417  3744601 0.0016 0.7517 0.7501 chr21 45158293 45159003 0.0017 0.8180 0.8163 chr2 1.75E+08 1.75E+08 0.0018 0.6214 0.6196 chr12 1.24E+08 1.24E+08 0.0019 0.5906 0.5887 chr3 50352688 50353823 0.0020 0.6082 0.6062 chr9 94767202 94767802 0.0023 0.8327 0.8304 chr17 63854127 63854693 0.0024 0.7886 0.7862 chr12 1.22E+08 1.22E+08 0.0024 0.5021 0.4997 chr17 16260170 16260909 0.0026 0.5780 0.5754 chr12  6441080  6441608 0.0027 0.7471 0.7444 chr4 39874787 39875456 0.0027 0.7962 0.7935 chr18 50536032 50536649 0.0027 0.4920 0.4893 chr6 30757752 30758823 0.0028 0.4029 0.4001 chr19  2571763  2572292 0.0031 0.4200 0.4169 chr5  1.7E+08  1.7E+08 0.0031 0.4218 0.4187 chr13 26897813 26898557 0.0032 0.6485 0.6453 chr12 56157424 56158348 0.0033 0.5541 0.5508 chr1 1.66E+08 1.66E+08 0.0033 0.5147 0.5113 chr22 16079971 16080532 0.0034 0.6265 0.6231 chr6 16820551 16821134 0.0035 0.4800 0.4765 chr11  258799  259749 0.0036 0.5475 0.5439 chr7  1946410  1946975 0.0036 0.8251 0.8215 chr6 13381944 13382477 0.0037 0.8221 0.8183 chr7 1.27E+08 1.27E+08 0.0037 0.4767 0.4730 chr2 1.21E+08 1.21E+08 0.0038 0.6734 0.6697 chr2 43211724 43212565 0.0039 0.4256 0.4217 chr15 92928924 92929575 0.0041 0.5605 0.5564 chr12 1.08E+08 1.08E+08 0.0041 0.7313 0.7271 chr19 10731043 10731636 0.0042 0.5668 0.5626 chr6 1.45E+08 1.45E+08 0.0043 0.5910 0.5867 chr1 52875323 52875907 0.0044 0.6115 0.6071 chr12 1.21E+08 1.21E+08 0.0045 0.5884 0.5839 chr14 75058186 75058956 0.0045 0.6534 0.6489 chr17 76873737 76874417 0.0046 0.5658 0.5612 chr6 1.47E+08 1.47E+08 0.0049 0.5826 0.5777 chr2 1.98E+08 1.98E+08 0.0049 0.7944 0.7895 chr2 2.38E+08 2.38E+08 0.0049 0.7328 0.7278 chr8 1.42E+08 1.42E+08 0.0050 0.7728 0.7679 chr3  1.7E+08  1.7E+08 0.0052 0.7227 0.7176 chr6 1.58E+08 1.58E+08 0.0052 0.6389 0.6337 chr2 2.38E+08 2.38E+08 0.0052 0.4238 0.4185 chr11 56948854 56949496 0.0053 0.4484 0.4431 chr4 48602901 48603736 0.0053 0.5920 0.5867 chr5 1.31E+08 1.31E+08 0.0053 0.4858 0.4805 chr10 80715722 80716751 0.0053 0.5249 0.5196 chr19 13957965 13958580 0.0053 0.4379 0.4326 chr1 2.34E+08 2.34E+08 0.0053 0.8440 0.8387 chr13 97926489 97927025 0.0054 0.7233 0.7179 chr9 1.28E+08 1.28E+08 0.0054 0.7312 0.7258 chr2 1.06E+08 1.06E+08 0.0054 0.8513 0.8459 chr2 96556705 96557637 0.0054 0.4095 0.4041 chr16 29664213 29665369 0.0054 0.8837 0.8783

TABLE S3D List of top 100 loci deduced to be hypomethylated from the third trimester maternal plasma bisulfite-sequencing data Maternal blood Term Methylation Chromosome Start End cells placenta difference chr10  7548948  7549483 0.9866 0.5685 0.4181 chr1  4490516  4491074 0.9826 0.5015 0.4810 chr4 1.81E+08 1.81E+08 0.9825 0.5981 0.3843 chr3 1.83E+08 1.83E+08 0.9810 0.2925 0.6886 chr3 1.96E+08 1.96E+08 0.9801 0.4643 0.5158 chr6 1.55E+08 1.55E+08 0.9799 0.4610 0.5189 chr1 1.71E+08 1.71E+08 0.9785 0.5122 0.4662 chr20 36912749 36913319 0.9783 0.4513 0.5269 chr22 38583100 38583616 0.9783 0.5428 0.4355 chr1 19391314 19392207 0.9778 0.5273 0.4505 chr5 1.74E+08 1.74E+08 0.9770 0.5852 0.3918 chr19 13678906 13679531 0.9760 0.5812 0.3949 chr14 83650790 83651395 0.9760 0.5378 0.4382 chr15 56998547 56999107 0.9754 0.4691 0.5063 chr16 22776223 22776850 0.9752 0.5114 0.4638 chr5 1.69E+08 1.69E+08 0.9751 0.4809 0.4943 chr8 58554745 58555376 0.9747 0.5977 0.3770 chr14 1.06E+08 1.06E+08 0.9740 0.2069 0.7671 chr8 68941792 68942711 0.9738 0.5872 0.3866 chr16 24060085 24060702 0.9738 0.3470 0.6268 chr12 53208707 53209304 0.9737 0.5278 0.4459 chr5 1.69E+08 1.69E+08 0.9731 0.5057 0.4673 chr16  9042198  9042702 0.9730 0.1860 0.7869 chr10 90205044 90205701 0.9730 0.5922 0.3808 chr3 1.89E+08 1.89E+08 0.9720 0.4949 0.4771 chr6 1.08E+08 1.08E+08 0.9719 0.5825 0.3894 chr2 2.23E+08 2.23E+08 0.9714 0.3333 0.6381 chr19 46095583 46096190 0.9713 0.5065 0.4648 chr8 1.41E+08 1.41E+08 0.9713 0.5753 0.3959 chr6 90258338 90259318 0.9712 0.4357 0.5355 chr13 51403556 51404069 0.9710 0.3980 0.5731 chr18 66875048 66875726 0.9710 0.5259 0.4451 chr7 99700554 99701110 0.9708 0.3757 0.5951 chr7 87996908 87997437 0.9708 0.5720 0.3988 chr19  6623769  6624450 0.9704 0.4774 0.4930 chr1 97639047 97639749 0.9701 0.4148 0.5553 chr16 23892096 23892772 0.9701 0.5000 0.4701 chr10  3938374  3938914 0.9699 0.1148 0.8551 chr14 89085469 89086097 0.9696 0.2964 0.6732 chr8 1.29E+08 1.29E+08 0.9690 0.3565 0.6126 chr13 98377663 98378165 0.9688 0.3123 0.6566 chr8 56096904 56097736 0.9688 0.4562 0.5126 chr2 1.03E+08 1.03E+08 0.9686 0.3459 0.6227 chr13 26608225 26608754 0.9683 0.4562 0.5121 chr2 22738157 22738760 0.9682 0.5122 0.4560 chr6 11361243 11361801 0.9681 0.2646 0.7035 chr21 36529300 36529981 0.9680 0.1829 0.7852 chr21 37813953 37814521 0.9679 0.3061 0.6619 chr2 2.43E+08 2.43E+08 0.9679 0.5750 0.3929 chr4 12413543 12414103 0.9679 0.5944 0.3735 chr3 1.27E+08 1.27E+08 0.9677 0.4030 0.5648 chr7 33509047 33509556 0.9676 0.4627 0.5048 chr14 59284846 59285553 0.9674 0.5254 0.4420 chr17 42623453 42624024 0.9673 0.4318 0.5355 chr19  6778363  6779377 0.9671 0.4416 0.5255 chr4 41798250 41798788 0.9670 0.5000 0.4670 chr5 88054080 88054588 0.9669 0.2238 0.7431 chr16 24109379 24110289 0.9669 0.5062 0.4607 chr10 13847159 13847895 0.9667 0.3188 0.6479 chr10 1.27E+08 1.27E+08 0.9667 0.5423 0.4244 chr12 1.12E+08 1.12E+08 0.9663 0.3722 0.5941 chr10 17220886 17221845 0.9662 0.4455 0.5207 chr8  5947355  5947862 0.9662 0.5171 0.4491 chr3 73740840 73741439 0.9659 0.3657 0.6002 chr14 57945953 57946875 0.9658 0.5357 0.4301 chr14 50905777 50906333 0.9658 0.3008 0.6650 chr15 90275374 90276000 0.9657 0.5409 0.4248 chr22 24717299 24718197 0.9657 0.5160 0.4497 chr7 36530128 36530987 0.9656 0.5194 0.4462 chr2 1.31E+08 1.31E+08 0.9655 0.4384 0.5271 chr4 42116988 42117788 0.9654 0.5195 0.4459 chr12 1.16E+08 1.16E+08 0.9653 0.5594 0.4059 chr2  7491785  7492736 0.9652 0.4556 0.5097 chr19  6599638  6600187 0.9652 0.5488 0.4163 chr6 25326803 25327398 0.9651 0.3974 0.5677 chr4  1.7E+08  1.7E+08 0.9651 0.4933 0.4718 chr7 99875338 99876155 0.9650 0.2696 0.6953 chr14 97144328 97145208 0.9649 0.5377 0.4272 chr3 11718596 11719163 0.9649 0.5521 0.4128 chr14   1E+08   1E+08 0.9649 0.3794 0.5855 chr7  1.5E+08  1.5E+08 0.9648 0.3327 0.6322 chr12 56357827 56358328 0.9648 0.4217 0.5430 chr10  8275750  8276276 0.9647 0.3100 0.6547 chr11 16999685 17000209 0.9647 0.2765 0.6882 chr22 34419356 34419861 0.9646 0.4245 0.5401 chr18 72453151 72453725 0.9646 0.4700 0.4946 chr5 49919879 49920699 0.9645 0.3169 0.6476 chr1 24580891 24581805 0.9643 0.3565 0.6078 chr22 18233774 18234492 0.9641 0.5205 0.4436 chr14 45356178 45356903 0.9640 0.3934 0.5706 chr3 53007193 53008661 0.9638 0.4902 0.4737 chr4 55027912 55028539 0.9637 0.5254 0.4384 chr5 1.37E+08 1.37E+08 0.9637 0.5290 0.4347 chr1 2.23E+08 2.23E+08 0.9636 0.0997 0.8640 chr7 1.35E+08 1.35E+08 0.9636 0.2959 0.6677 chr5 80350438 80351169 0.9636 0.4969 0.4667 chr12 31889600 31890343 0.9636 0.1745 0.7891 chr12  8365395  8366096 0.9636 0.5721 0.3914 chr19 15424819 15425355 0.9635 0.2836 0.6799 chr10 10985469 10986409 0.9635 0.4877 0.4759 

What is claimed is:
 1. A method of analyzing a biological sample of an organism, the biological sample comprising cell-free DNA originating from normal cells and potentially from cells associated with cancer, the method comprising: analyzing a plurality of cell-free DNA molecules from the biological sample, wherein analyzing each of the plurality of cell-free DNA molecules includes: determining a location of the cell-free DNA molecule in a genome of the organism; and determining whether the cell-free DNA molecule is methylated at one or more sites, wherein determining whether the cell-free DNA molecule is methylated at the one or more sites comprises performing methylation-aware sequencing, and wherein performing methylation-aware sequencing comprises performing methylation-aware massively parallel sequencing, the one or more sites of each of the plurality of cell-free DNA molecules providing a plurality of sites; for each site of the plurality of sites, individually counting a respective number of the cell-free DNA molecules at the site that are hypermethylated; and calculating a first methylation level using the respective numbers of cell-free DNA molecules hypermethylated at the plurality of sites.
 2. The method of claim 1, wherein performing methylation-aware sequencing comprises sequencing of at least 60,000 cell-free DNA molecules.
 3. The method of claim 1, wherein performing methylation-aware sequencing generates between 39 million and 142 million reads.
 4. The method of claim 1, wherein performing methylation-aware sequencing includes: treating the cell-free DNA molecules with sodium bisulfite; and performing the methylation-aware massively parallel sequencing on the treated cell-free DNA molecules.
 5. The method of claim 4, wherein treating the cell-free DNA molecules with sodium bisulfite is part of Tet-assisted bisulfite conversion or oxidative bisulfite sequencing for a detection of 5-hydroxymethylcytosine.
 6. The method of claim 1, further comprising determining a first classification of a level of cancer based on the first methylation level.
 7. The method of claim 6, wherein determining the first classification of the level of cancer based on the first methylation level comprises: comparing the first methylation level to a first cutoff value; and determining the first classification of the level of cancer based on the comparison.
 8. The method of claim 7, wherein the first classification indicates that cancer exists for the organism, the method further comprising identifying a type of cancer associated with the organism by comparing the first methylation level to a corresponding value determined from other organisms, wherein at least two of the other organisms are identified as having different types of cancer.
 9. The method of claim 7, wherein the first cutoff value is a specified distance from a reference methylation level established from a biological sample obtained from a healthy organism.
 10. The method of claim 9, wherein the specified distance is a specified number of standard deviations from the reference methylation level.
 11. The method of claim 7, wherein the first cutoff value is established from a reference methylation level determined from a previous biological sample of the organism obtained previous to the biological sample being tested.
 12. The method of claim 7, wherein comparing the first methylation level to the first cutoff value includes: determining a difference between the first methylation level and a reference methylation level; and comparing the difference to a threshold corresponding to the first cutoff value.
 13. The method of claim 7, further comprising: determining a fractional concentration of tumor DNA in the biological sample; and calculating the first cutoff value based on the fractional concentration of tumor DNA in the biological sample.
 14. The method of claim 7, further comprising: measuring a size of the cell-free DNA molecules at the plurality of sites, thereby obtaining measured sizes; and before comparing the first methylation level to the first cutoff value, normalizing the first methylation level using cell-free DNA molecules having a first size.
 15. The method of claim 14, wherein the first size is a range of lengths.
 16. The method of claim 14, wherein the cell-free DNA molecules having the first size are selected based on a physical separation that is dependent on size.
 17. The method of claim 14, further comprising selecting the cell-free DNA molecules having the first size by: performing paired-end massively parallel sequencing of the plurality of cell-free DNA molecules to obtain pairs of sequences for each of the cell-free DNA molecules; determining a size of a cell-free DNA molecule by comparing the pair of sequences to a reference genome; and selecting the cell-free DNA molecules having the first size.
 18. The method of claim 14, wherein normalizing the first methylation level using the cell-free DNA molecules having the first size includes: obtaining a functional relationship between size and methylation levels; and using the functional relationship to normalize the first methylation level, wherein the functional relationship provides scaling values corresponding to respective sizes.
 19. The method of claim 18, further comprising: computing an average size corresponding to the cell-free DNA molecules used to calculate the first methylation level; and multiplying the first methylation level by a corresponding scaling value.
 20. The method of claim 18, further comprising: for each site of the plurality of sites: for each of the cell-free DNA molecules located at the site: obtaining a respective size of the cell-free DNA molecule at the site; and using a scaling value corresponding to the respective size to normalize a contribution of the cell-free DNA molecule to the respective number of cell-free DNA molecules that are hypermethylated at the site.
 21. The method of claim 7, wherein the plurality of sites includes CpG sites, wherein the CpG sites are organized into a plurality of CpG islands, each CpG island including more than one CpG site, wherein the first methylation level corresponds to a first CpG island.
 22. The method of claim 21, further comprising: for each CpG island of the plurality of CpG islands, determining whether the CpG island is hypermethylated relative to a reference group of samples of other organisms by comparing a methylation level of the CpG island to a respective cutoff value, thereby determining hypermethylated CpG islands; determining respective methylation densities for the hypermethylated CpG islands; calculating a cumulative score from the respective methylation densities; and comparing the cumulative score to a cumulative cutoff value to determine the first classification.
 23. The method of claim 1, further comprising: determining whether a fractional concentration of tumor DNA in the biological sample is greater than a minimum value; and if the fractional concentration of tumor DNA is not greater than the minimum value, flagging the biological sample.
 24. The method of claim 23, wherein the minimum value is determined based on an expected difference in methylation levels for a tumor relative to a reference methylation level.
 25. The method of claim 1, wherein the plurality of sites are on a plurality of chromosomes.
 26. The method of claim 1, wherein the plurality of sites are from disjointed regions separated from each other.
 27. The method of claim 1, wherein analyzing the plurality of cell-free DNA molecules comprises analyzing at least 10 million sequence reads.
 28. A non-transitory computer readable medium comprising a plurality of instructions capable of execution by a computer system, that when so executed control the computer system to perform the method of claim
 1. 